# Trigonometry Tutors For College Students

Online Tutors help the students to solve all the issues and homework’s that student finds it difficult to do or are unable to do due to lack of time, thus it will not be wrong to say that online Tutors provide a complete solution to all the mathematics homework related needs to the entire student.

## Utility of Trigonometry homework

• Online trigonometry tutor have some mathematics professionals, teachers, or writers who have a grip over the subject to help the students get better grades in the homework of mathematics.
• Thus they not only provide our students with assistance in completing their homework but they provide them with a specialized team who are dedicated to solving each query a student has over the homework, thus they can also say that students even end up understanding the concepts a little better i.e. when a writer completes the mathematics homework that student can ask questions about the concept used, and after getting the answers the student can even understand the concepts that they were not able to understand in the class.
• For this purpose Trigonometry homework help students with 24*7 online chat assistance where their students can put you any questions, they have about the subject, thereby gaining a better grip on the subject.

## Trigonometry a vast study

• Mathematics in itself is a vast and diverse study which includes sub areas like geometry a study about the figures there area, trigonometry a study about the relationship between the length and angles of a triangle, algebra a study of writing a particular respective process in the form of a simple expressions using a number of letters or numbers to denote certain aspects, permutations and combination which is a study to calculate different combinations of doing a particular thing, probability study of chances of occurrence of an event normal mathematics of using numbers in order to denote things etc.
• Trigonometry assignment help in providing a solution to all sorts of mathematics homework related issues a student faces.

## Role of Trigonometry Tutors

College students who sign-up for math tutoring online can decide on the tutors they want to work with. Sessions are scheduled in accordance to the student’s comfort and you can also produce a agenda for the whole week or thirty day period. Undertaking this will help college students get accustomed to typical research time and study behavior. There are a number of resources on the internet like practice worksheets and math online games and quizzes which students can function on by themselves or with buddies.

# Top 6 Strategies To Keep Your Brain Ticking All The Time

Our brain and how we use it differentiate us from other species and keeping it active and fresh everyday is imperative to put it to good use. As incongruous as it may sound, the brain too needs its series of exercises to keep fit and healthy. Here are a few tips and tricks to keep your brain up and running all day; read on.

## A puzzle a day keeps your brain healthy

Puzzles are the best sort of mental activity for they help you think and it is fun to solve them. You can work on Sudokus, quizzes, math puzzles or even take up simple word problems and solve them. In fact, doing so as soon as you get up is the best thing to begin the day with and there are many apps available that help you work on puzzles every day.

## Learn something daily

Take up a newspaper article or stumble upon something randomly; but learn something new daily. This will not only improve your awareness, it will keep your brain fit. Wikipedia: Random is an extremely good starting point for this; discover it for yourself and spend your leisure time learning something. In fact, many online tutors recommend such exercises to their students so as to keep them mentally active and unwind after a hectic day.

## Math helps you keep your brain on its toes

Math has proverbially been associated with mental activity and the simplest of math problems could help keep you very active. Practice daily and look up latest apps or get simple puzzle books that you solve math problems. This is a widely recommended practice for everyone and even keeps mental diseases at bay!

## Stick with the pen

Don’t type when you can write as writing triggers your brain’s reticular activating system processes. This in turn helps it pay attention and thus you learn better.

## Associate stories to whatever you are reading

Learning by association is one of the best learning techniques and when you map stories in your mind, it helps you retain more information. In fact, even in patients with Alzheimer’s, this is found to be an effective technique to improve memory. This is why experts in online tutoring and teaching employ mnemonics and mind mapping techniques while teaching.

## Meditate, eat well and do some physical activity

When you meditate, you tend to relax completely and this puts your brain to rest for some time and when you work on something after this, you are more alert than ever.

Eating right and exercising help you stay fit physically as well as mental and these have been proven to be effective for mental health since ages. Employ this time tested theory and enjoy good mental health!

## Summary

Keeping your brain fit and active can contribute to improvement in studies and bring in better grades. Not only that, it also helps you lead a well-balanced and stress free life. When your mental acuity is at its highest, you will be good and efficient at whatever you do and thus your performance in school and at work will be at its best! Employ these strategies to keep your brain active and achieve the perfect work-life balance!

# 5 Majors For Math Lovers Who Do Not Want To Major In Math

Many students like Math but when they come to college level, they may not feel like choosing Math. It could be their quest to expand their Math knowledge through related subjects. There are majors which do not bear the name of Math but expect you to use your Math knowledge to a good extent since they are based on mathematical concepts to a great degree.

## Following are 5 majors which are not Math but which can attract any enthusiastic Math learner

Architecture: Behind any structure, there is the hand of an architect. An architect needs Math proficiency in various aspects of architecture as in knowledge of materials, understanding of polices and codes and building structures.

Further, architects need Math knowledge to create blueprints and scale them accordingly into realistic structures, analyze structural problems and understand the various shapes of design elements. One can find the elements of Algebra, Calculus, Statistics, Trigonometry and Linear Programming in Architecture learning.

Computer Science: Computer Science showcases many career opportunities for students with its vast areas of learning. Students can be software professionals, web developers, data base administrators, inventors, researchers and theorists if they study Computer Science major.

Computer Science students use Math to write codes, design software, compute data or combine all the three. Computer Science students study Trigonometry, Calculus, Graph theory, Combinatorics, Ordinary Differential Equations, Theory of Analysis, Algebra and Numerical methods.

Biology: It is a common fact that most of the students who like Math also like Science. For such students, Biology is a good option. These students can enter the field of academic research, public health, environmental science and veterinary or human medicine.

Biologists use Math for analyzing study results with statistics and for correct dosing of medicine. Students find the aspects of Algebra, Calculus, Statistics, Geometry and Trigonometry in their Biology learning.

Engineering: Engineering has the use of Math and Science for solving problems. So, we find engineers in many fields like biomedical, electrical, environmental, computer and mechanical engineering. Engineers can work in private or government sectors and they can enter the field of research as well. They rely on fundamental Math and Science principles to do their job. Engineering majors need to take courses in Algebra, Differential Equations, Geometry, Calculus, Statistics and Trigonometry.

Economics: Those who are good at Math can be good at Finance. For such students, Economics major is a good choice. Students with Economics major can work in money related professions like auditor, actuary, accountant and budget analyst. They can also work in areas like research, education or natural resource management.

In the Economics field, you use Math to illustrate and predict business cycles, collect and analyze data and provide financial advice to organizations and business concerns. In Economics major, students concentrate on Algebra, Game theory, Calculus, Mathematical Economics, Trigonometry and Statistics.

### Conclusion

Thus, one has scope for continuing his relationship with Math without pursuing a Math major. All the five majors above mentioned make an interesting study about how they are related to Math and how students need to look into Math details while pursuing these courses. For knowing more details about Math related aspects of learning at advanced level, one can contact online Math tutors who give the best of information in the field.

# 5 Vedic Math Secrets for Every Student to be a Math Genius

Did you ever hear about Vedic Math and wonder what exactly is it? Vedic Math is derived from the ancient Indian scriptures called as the Vedas. The Vedic math is very ancient and it has many interesting tricks and facts which can help improve a student’s ability to solve the given question. We will look through some Vedic math secrets that you can apply in your math problem solving. This should make you not only solve the questions faster but also very efficiently.

Here are some methods:

1. Squaring of a number ending in 5.

Find the value of 352?

The number ends in 5 the square of it should always ends with 25. In front of 25 place 3 x 4 = 12. That is the product of 3 and its consecutive number which is 4. Follow the diagram for a better idea:

Did you follow the trick? The more you practice, you will be able to solve these questions in one step. Now let us look at the longer version for the same question:

We get the same answer!

Take a look at one more example to master the skill.

Find the value of 952?

Here since the number is ending is 5, the square will end in 25. In front of 25 place the product of 9 and 10. Follow the diagram to apply the method:

The answer is 9025.

This can be applied to three digit numbers as well. But the point to note is the number should end in digit 5.

Find the value of 2052?

The number ends in 5, so the square of the number will end in 25. For the next step follow the diagram below:

The answer for the three digit multiplication for 205 x 205 = 42025. Check the answer in the longer method as well you will get the same value. 2. Square of numbers between 30 to 70? In this method we can find the square of the number between 30 and 70 within no time. Usually it takes us the regular multiplication method or the calculator to find the square of a number. Imagine, if you can solve it in the mind in a fraction of few seconds. Find the value of (51)2? Step 1: Find the difference between the given number and 50. You get 51 – 50 = 1. Step 2: Now add the difference to 25, this gives 25 + 1 = 26. (These are the first two digits.) Step 3: The last two digits of the square will be equal to the square of the difference.

Follow the diagram for the next step:

Find the value of (64)2?

Step 1: The difference between the given number and 50. You get 64 – 50 = 14. (As 64 > 50)

Step 2: Now add the number 14 to 25, this gives 25 + 14 = 39.

Step 3: Calculate the square of the difference 142 = 196.

For the last step follow the diagram.

Find the value of (44)2?

Step 1: The difference between 50 and 44. You get 50 – 44 = 6. (As 44 < 50)

Step 2: Now subtract the number 6 from 25, this gives 25 – 6 = 19. (First 2 digits of the square.)

Step 3: Calculate the square of the difference 62 = 36. (Last 2 digits of the square.)

For the last step follow the diagram.

Hence the number is 442 = 1936. (Practice this method for more numbers.)

3. Subtracting any given number from 1000.

In this method for the given number that has to be subtracted from 1000, subtract the ones place by 10 and the remaining numbers by 9. For a better idea try to follow the examples shown below:

Find the value of 1000 – 356?

For this question subtracting 6 from 10 and 3, 5 from 9. Follow the diagram below:

Hence 1000 – 356 = 754.

Once you get a hold of this method you will be able to subtract quickly in your mind. This can also be applied to numbers when subtracted from 10 or multiples of 10, such as 100, 1000. 10000 and so on.

Let us take a look at another examples:

Find the value of 10000 – 8943?

Here subtract the digits in 8943 such that, ones place is subtracted from 10 and the remaining numbers from 9. Follow the diagram:

Hence the answer to 10000 – 8943 = 1057.

4. Finding the cube root of a given number.

In this method you will be able to find the cube root of any given number within a fraction of few seconds. You need the values of cubes from 1 to 9 for finding the cube roots. Here is the list:

The number 2744 has a cube root. Find the cube root 2744?

For this method you need a confirmation that 2744 has a cube root. Once you are sure of it, check the last number which is 4. Which cube in the list has the last number 4? 43 = 64. Now cross of the last three numbers and follow the diagram below:

The number 593919 is a cube of a number. Find the cube root of the number?

Here the given number is ending with 9, so the last digit of the cube roots should be 9. Since 93 = 729. For the next steps follow the diagram below:

As observed in the diagram above after crossing the last three numbers 59 is closest to 27 which is 33. Hence, the cubic root is 39.

5. Division of numbers made simple.

Find the value of 72 divided by 5?

Here the number 72 is divided by 5. Observe the number 5 can be written as 5 x 2 = 10.

The solution can be found easily within no time as follows:

Find the value of 64 divided by 25?

Here the number 64 is divided by 25. Observe the number 25 can be written as 25 x 4 = 100.

Follow the diagram below to get the solution:

Hence the value for 64/25 = 2.56.

This can be applied to bigger numbers as well such as:

Find the value of 567 divided by 20?

Here as well take a look at the divisor which can be written as 20 x 5 = 100.

The next step is to multiply the numerator and denominator of 567/20 by 5.

Hence the solution for 567/20 = 28.35.

Did you observe math calculations which usually take many steps to solve can be calculated in the fractions of few seconds? Well there are many more math secrets which can make using the calculator optional. So keep learning and engage yourself in discovering many more tricks. All the Best!

Free Online Math tutor is the easiest way to get solutions for difficult Math problems. Tutor Pace provides effective Math tutoring and assignment help which are personalized and customized to meet student demands in one to one sessions.

# How to Study For a Math Test the Night before the Exam?

Many student try to study for a math in the same way as they would study for geography exam. But in a real world they are not the same subject. You need a structural way to memorize formulas and equations and the best way to learn them by using and practice math. Here are few tips that will help you plan on how to study for a math test the night before and help you with getting a higher grade.

### Remember your goal

First of all you need to decide why are you studying? Do you want just a passing grade, maybe a B or even to ace the exam? Answer this question and stick to your decision. Many students think they want to pass the exam with a C but the more they study, the more they realize that they would prefer an A. Getting an A is great, but still it requires much more effort than a B.

### Do not try to learn anything new

If you attended classes as you should have, you probably know a few things already, you just don’t realize that yet. Have a quick look through all your notes and study materials and decide what things you already know. Once that is sorted, you can concentrate on knowing them better. Learning new things the night before the exam can be tricky, as sometimes the stress and panic can make your brain forget the things it already knows to make space for what you are learning. Even if you know just 60% of that class, as long as you know it very well, you are guaranteed to pass.

### Stay away from distractions

Many students tend to waste time while studying. It can be either because of their friends, taking small breaks, not finding a pen or getting hungry. Make sure that before you start studying, all these distractions are out of your way. Eat well and healthy, make sure you have all your study materials and resources and take care of any other physical needs you may have. If you do this, you are less likely to lose focus during your study time. And if you like listening to study music, make sure that it is free of lyrics, as listening to 50cent is definitely not a wise choice.

### Use note-cards to remember formulas and techniques

Note cards are a student’s best friend when it comes to exams. These are the most simplified form of your actual course notes. Try to keep them as clear and short as possible, without any examples or complicated sentences. Once you have these note cards done, use them wisely, as they will help you see what you know and don’t know.

### Get some sleep

A lot of students think that studying the night before the exam, it actually means all night. They couldn’t be more wrong. The brain can only concentrate for so many hours, so if you study for an entire night, you will be tired during the exam. Drink lots of water and keep few snacks items with you before you study. This will stimulate your brain and will help you memorize and work on math problems.

### On the day of the exam

Plan to show up at least 30 minutes earlier than the exam time. Keep calm and do not panic if someone tells you something you don’t know. Most likely, they did the same as you, learned very well what they already knew. Also, try to review once more your note cards. Start the exam with the questions you already know and leave the rest at the end. Always keep calm and stay positive and confident of your final preparation for math and focus on one goal that you can do it. Good Luck!

# How To Study For A Math Test Without Losing Your Mind

Math requests not to lose mind, be rationale, have explanatory abilities, and discriminating logic from children when they attempt to take care of issues in any Math arena. Let me explain few tips that will let students know on how to study for a Math test without losing their mind.

## Let’s begin with how to study for a math test tips and tricks

### Get engage in the subject

If students keep themselves engaged completely in solving Math issues, they don’t get confounded amidst an issue and will proceed without a battle to land at answers. Else, they think that it’s hard to finish Math assignment, and ultimately they score less in the subject.

### Working on Math issues consistently

It is a customary practice which clears route for effective critical thinking in any part of Math. Kids comprehend the essential ideas and truths effortlessly when they endeavor issues all the time consistently. When they attempt numerous issues finally, their psyche gets used to critical thinking strategies and they make it a habit to solve any kind of problem in a specific course of time.

### Beginning with simple issues

Do not take up intense issues or extensive complex issues at the very beginning instead begin with simple ones. When children begin with simple ones, they comprehend the essential ideas altogether that it turns out to be simple for them to push forward to harder ones. If they take up hard problems from the beginning itself, they get stuck at the very begin, and lose enthusiasm as well as self confidence for taking care of any Math issues and would not endeavor any of them.

### Stirring up different issues

Doing same category of problems won’t trigger enthusiasm for students to study the subject. They need to stir up various level of issues and accordingly can focus on their Math work with interest and excitement. Further, it assists them with comprehensive distinctive ideas as clarified in diverse issues furthermore making getting them prepared for any extreme issue they encounter in their homework or tests.

### Tackling issues when studying with friends

At the point when kids do Math in a group of friends, they get new bits of knowledge and share their perspectives and thoughts regarding an issue. They can even know how to prepare for Math Final Exam and take care of an issue and utilize it successfully in the exam.

### Handle issues in a detailed way

When kids decide to take care of an issue in any of Math area, he/she needs to experience it in a regulated way and figure out arrangement with no doubt regarding the issue. Do not make the mistake of abandoning it in the center and bounce on to the next problem.

### Look out for math assignment help

Students can enjoy a reprieve when they handle an exceptionally intense issue or look for assistance from an best online math tutor, friends, family, or elder siblings who selflessly offer Math mentoring.

### Dominate Math tension with ease

This is the first of all methods for critical thinking in Math as Math uneasiness gobbles up all aptitudes of a student and obstructs his learning at the very beginning. Folks and instructors, physical coaches, or parents can help children in this matter with their patient methodology and positive approach.

### Comparing Math with cracking a nut

Math issues are dependably a hard thing to accomplish and kids feel overpowered numerous times during Math classes. Think of Math as cracking a nut and take up an orderly approach, standard critical thinking and group study for tackling Math issues, to make things simpler and capitalize upon the subject without much hustle.

### Study in parts from beforehand

Math is a threat to numerous parents and their siblings. Finishing lessons in parts in advance can help you not pile up things and helps you get over Math nervousness to overcome this terror as well as score high when you are appearing for the tests.

### Summing up…

Math is certainly a difficult subject to deal with. But by following the above tips such as getting completely involved, consistently solving problems, doing simple ones before moving on to complex ones, working on a variety of problems to avoid boredom, studying in group with friends, looking out for detailed solution, taking help from online math tutoring, playing with the subject, considering math as child’s play, and studying in advance not to pile up things, you as a kid or parent can certainly get rid of ‘mathphobia’, especially during exams.

# Become An Amazing Math Tutor: The Secret To Metal Math

Math is a very interesting and innovative subject, we start learning it from a very young age and use it all our lives. The secret to metal math can be understood when you want to solve questions much faster and efficiently. This can be applied for both the students and tutors. Often we wonder why the same question is solved by different people in different ways. This is the beauty of math, there are many ways and approaches to get to the same answer. One method can take more time and many steps whereas another method can take less time and fewer steps to reach the final answer. The thing to realize here is all the different approaches are right and you can follow which ever method best suits your ability to understand the given question.

Let us now take a look at some mental math tricks which will help you while solving different math homework help questions.

While changing the percentages to fractions, divide by 100 and for changing a given fraction to percentage multiply by 100. Here are some examples:

Betty went to trekking with her friends. She drank 75% of the protein shake she brought with her after trekking for 3 hours. What fraction of the protein shake does she have left?

For the above question we are given that 75% of the protein shake is finished. This implies the remaining amount is equal to 100% – 75% = 25%.

Therefore, the amount of protein shake Betty has = 25%. For converting the given percentage into a fraction divide by 100. Hence Betty still has 1/4 of the protein shake remaining during her trekking.

Did you find the example quite interesting? Now let us look at another example for changing fractions to percentages.

Samuel finished 1/5 of his homework. What percentage of his homework is still to be completed?

Here you are given that 1/5 of the homework is completed. This implies the amount of homework to be completed is 1 – 1/5 = 4/5.

Now for converting the fraction into a percentage multiply by 100. Follow the diagram given below and try to visualize the calculations mentally:

This method mentioned above is very useful because percentage are used almost in every branch of mathematics. Let us look at some quick applications of what we have just learned:

Percentage to fraction:

The above examples are for percent to fractions which can be quickly solved in your mind. Practice similar questions to realize how you will become much faster and efficient in your calculations.

Fractions to percent: Below examples are for quick conversion from fractions to percentages. After the percentages, let us take a look at how the fractions can be changed to decimals. Do you feel you already know them? Well remember, we are trying to learn the metal math. Here is how you can convert them in your mind. Take a look at the following questions:

Fractions to decimals: Change the fraction 2/5 into a decimal number. Here the given fraction is 2/5. The mental math trick is, for changing any given fraction to decimal number try to have 10 or multiples of 10 in the denominator. Multiply the numerator and denominator if the fraction 2/5 by 2. Follow the diagram below: Did you follow the method? This trick has limitation though it can only be applied to the numbers which get 10 or multiples of 10 in the denominator via multiplication. Let us look at more examples to perfect this method.

Convert 7/25 into a decimal number.

Look at the denominator here its 25, which can be changed to 100 on multiplication by 4. Hence multiplying and diving the given fraction by 4. Follow the diagram below, this needs to be visualized mentally.

Therefore the fraction 7/25 can be written as 0.28 in the decimal form.

Let me share another branch of math, Algebra where mental math tricks can be applied.

Adding the exponents: Combine the expression 3x4 (x5) Here for the given expression we have multiplication between the same variable x which needs to be combined. Since the base variable is the same for the given exponents add the powers. Here is the rule: Subtracting the exponents: Combine the expression 2x11/ x9. Here for the given expression we have division between the same variable x which needs to be combined. Since the base variable is the same for the given expressions subtract the exponents of x. Here is the rule: Multiplying the exponents: Combine the expression (x3)5? Here for the given expression we can combine exponents of the variable x by multiplying since they are raised to the same base. Follow the diagram below:

Therefore, today we looked through different methods and examples for solving math mentally. Use these methods to solve different questions whenever and wherever applicable. For more info you can chat with live math tutor online and get your math assignment help from amazing math tutors.

# 9 Must Know Methods for Solving Math Problems

Math has many topics and there are various kinds of questions related to each given topic. To solve a given math problem different kinds of methods and formulas can be used. Today, we will try to learn and understand 9 most basic and useful methods utilized while solving Math questions. Let us get started:

### 1. Method for calculating the LCM (Least Common Multiple)

Finding the least common multiple for the given numbers. I am pretty sure most of you have observed that LCM are part of problem solving for no matter which math topic you are working on. We need to calculate the LCM’s in simple topics like fractions, decimals and they may be also required to be calculated while solving questions in algebra, geometry and many more. Follow the example below:

What is the LCM of the two numbers 6 and 15?

For finding the LCM (least common multiple) first write the multiples for the given numbers.

Remember the 6 times table? Yes! They are all the multiples of number 6, so you have 6, 12, 18, 24, 30…. .

Now the 15 times table, don’t worry you need to check only till you get the common multiple.

So you have 15, 30, 45……………..

Did it strike a bell? Well look below for more clarity:

Hence the LCM for 6 and 15 equals to 30. (Sometime there can be more than one common multiple, always pick the least number as the LCM.)

### 2. Method for calculating the GCF (Greatest Common Factor)

Following the LCM is another interesting method in number theory. You guessed it right! The GCF (The greatest common factor.) For finding the GCF the Tree diagram method is very common. Here is a question: Find the GCF for the numbers 21 and 35? The first step is to write the tree diagram for 21 and 35. Try to follow the tree diagram below: Using this tree method, you will get 21 = 3 x 7 and 35 = 5 x 7. (Note: 1 is always a factor for any given number.) Here 7 is the common factor for 21 and 35, which can be written once as its repeating in both the numbers. The Greatest common factor includes the remaining factors from both the numbers as well. Do not forget to include the 5 and 7. Hence GCF for 21 and 35 equals 3 x 5 x 7 = 105. After the LCM and the GCF, let us look at the method for changing the decimal numbers into fractions. Follow the example carefully:

### 3. Method of converting the decimal numbers into fractions

Convert the given decimal number 0.3 into a fraction. Here given to us is a decimal number. Count the number of decimal places. The number 0.3 has only one decimal place. Now while changing into a fraction multiply the numerator and the denominator by 10 for every decimal place. Here, since there is only one decimal place multiply by 10. Try to follow the diagrams below: Hence 0.3 can also be written as 3/10.

### 4. Method for solving Unit and Total Price word problems

Time to solve a work problem on price and money:

Anna and Ben went to a park. Anna brought 3 balloons and Ben brought 2 balloons. Find the total amount of money spent if each balloon costs \$0.25.

For the given question you need to first calculate the total number of balloons Anna and Ben brought = 2+ 3 = 5.

Now comes the crucial point the decimal multiplication. Each balloon costs \$0.25, so 5 balloons costs 5 x 0.25. Need help? Look at the diagram below:

Hence the total price spent by Anna and Ben = \$ 0.75.

Well problem solving is incomplete without equations. The next few methods will help you solve equations.

### 5. Method for solving one step equation using Addition

Find the value of y in the equation y – 6 = 12?

In the given equation 6 is subtracted from y. So the reciprocal operation needs to be applied to the equation. Add 6 on both sides of the given equation. This gives:

Hence, the value of y = 18.

### 6. Method for solving one step equation using Subtraction.

Find the value of x in the equation x + 30 = 150? In the given equation 30 is added to x. So the reciprocal operation needs to be applied to the equation. Subtract 30 on both sides of the given equation. This gives: Hence the value of x = 120.

### 7.Method for solving one step equation using Multiplication

Find the value of y in the equation y/2 = 7? In the given equation y is divided by 2. So the reciprocal operation needs to be applied to the equation. Multiply by 2 on both sides of the given equation. This gives: Hence the value of y = 14.

### 8. Method for solving one step equation using Division

Find the value of x in the equation 5x = 45.

The given question has the equation with one variable x. I believe, by now did you get a hold of this method? The reciprocal operation of multiplication is division. Divide both sides of the equation by 5. This gives:

Hence the answer to the given equation is x = 9.

### 9. Method for solving Expressions using substitution

Now, what if there is an expression with more than one variables and you need to find the value of the expression. Here is what needs to be done:

Evaluate the value for the expression 4x – y, when x = 1 and y = 2.

Here for this question the method of substitution can be applied. You are given the value of x = 1 and y = 2. Hence substitute the values in the given equation to solve the question.

Not really sure how! Try to follow the diagram below:

Much better, isn’t it! So after substitution here is how the expression will look like: 4(1) – 2 = 4 – 2 = 2. Hence the solution = 2.

We are not done yet! These were just few methods to get you started on solving math problems. To know more chat with a live Math tutor online and get more interesting details about the topic.

# Geometry for Special Education Students With Emerging Math Skills

Geometry for Pre Kindergarten and Primary Grade kids concentrates on some essential subject skills like recognizing, naming plane figures and naming their properties. Plane shapes are two dimensional shapes that are on a flat plane. They include curved shapes like ovals and circles and many sided shapes like polygons.

Children with disabilities find learning and applying vocabulary hard. They should be trained to use their acquired skills without hassle.

### Sorting shapes

Sorting shapes is the beginning place. Instead of using geometric shapes to sort colors, you can name a sort. This will help children with limited knowledge understand shapes with ease. You can say: “We are having the shapes that have the same number of sides” or “Now, we sort curved shapes and shapes with straight sides” This would help them sort shapes better.

### Naming shapes

When you name shapes, you should make it clear that all squares are rectangles but all rectangles are not squares. You should make children understand that squares are rectangles with equal sides. A square is a sub category but it is frequently seen as a polygon in life and worksheets. So, students should be able to name it.

In kindergarten and primary grades like 1 and 2, students should be able to name squares, rectangles and circles.

### Defining plane figures

Students have to name three specific characteristics of each space

• Rectangle: A Rectangle has four sides .It has four sides with opposite sides which are equal in length and parallel. A rectangle has four angles in their corners (vertices).
• Square: A square is a rectangle with four equal sides. It means that the opposite sides in a square are parallel, opposite sides are equal and all vertices are right angles.
• Triangle; A triangle has three straight sides and three vertices. Its all sides meet to form a closed figure.
• Circle: A circle is a closed shape with a curved line. All points in the one line are of the same distance from the center point.
• Oval: An oval is a closed shape created by one curved side. One of the axes of the oval is longer than the other.

Thus teaching geometric shapes is an art. You need to do it with great care and reach out to young kids with proper techniques. If you chat with live Geometry tutor, you can know more strategies about the topics in Geometry and ways to get them across to kids for their better understanding.

# Tips for Helping Your Children with Math Homework

Getting your child to do their homework can be a lot like trying to pull teeth. There may be a whole lot of resistance from the child but be patient. Learning is about improving ourselves, and even children understand that. They are always going about learning new ways to make this easier, or more intriguing or most of all, fun! So let’s approach the process from that perspective, shall we?

### No Pressure

Children often feel a lot of pressure from adults and adults do not even realize when to pump the brakes a bit, but that is all a part of human nature. Children of course do need to be pressured, but in a positive way. What really works to motivate anyone is to show the short-term or long-term benefit to what it is that you are trying to accomplish. If you go in guns blazing trying to force pressure the child into learning the topic and you become frustrated, your child will in turn notice the negativity right away and begin to decide that they are being judged. They are right.
So avoid this tactic. Try to be open and understanding of their own learning process. Explain the logic of math problems in a way that will show them those benefits, how math is all around us, whether we are gauging our speed driving to school, measuring ingredients for a delicious snack or meal or counting the school supplies that we need. Specific examples really help children appreciate why we need to understand the concepts in mathematics, even at a basic level. They will be more enthused by this method and seek new ways to solve problems with more advanced math. A lot of this is just all about attitude and mentality.

### Visual and Practical Models Work

Math is taught with great success in many Asian countries and many believe it is because of the way in which students learn the concepts and make the transition. It has been revealed that more visual representation matters to the student when discussing anything from simple basic addition/subtraction/multiplication/division to fractions and beyond. When they make a visual connection to the data, their brain can begin quickly deconstructing the logic behind the problem.
Ask your child to work out the problem aloud with you so you know their line of reasoning as well. This will help you understand their approach so you can teach them some new tricks. Again, be patient. The respect factor is exponentially higher with children when you are on their level and are actually helpful in their eyes. You should also work problems out aloud with them and do the same with everyday scenarios in life as you are going along your day with your kids. Explain concepts in everyday tone and language and relate it back to those school math problems they were working on.

### Be Involved

It may seem obvious that you need to be involved in your child’s education, but moreover, try to be involved in their actual math problems and other studies. Make it your problem too. They will be more studious when they feel it is a group activity or game. Make it fun for them if you can by creating mini milestones like a bonus fun game for every successful problem solved or for finishing their homework. Remember how flash cards worked? The more colorful the cards the better by the way.
Being involved in all aspects of a child’s life is a great way to keep them involved in positive life activities as well. Your child will feel supported and confident knowing that their parents are there for them to help them when things get really tough. In math, when a problem is tough to understand, they may feel comfort in knowing that Mom or Dad can help guide them through it so they may understand it better. This helps a child’s confidence and self-esteem like no other.

### Rewarding the Triumph

Children; just like pets, wild animals and grown adult humans; need to see the immediate benefits to the work behind learning a new skill, one that may seem mundane or useless in the form of numbers, symbols or expressions on a piece of paper or computer tablet screen.
When your child solves a problem, be sure to remember to try to challenge them to think of a way that problem can be implemented in the real world, or even better their world! When the child begins to unravel mysteries, not only will it excite and motivate them, they will be rewarded with pride and wisdom. They are never too young to understand this!

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