# Get Algebra Homework Help To Solve Word Problems With Ease

Word problems may sound terrifying and may intimidate at the first glance. The trick to working with them is quite simple however. Just read through the problem statement and work on writing it down in the form of equations that has variables. There are many kinds of word problems and being conversant with the various types is important to approaching tests confidently. The most common word problems are:

• Age related problems
• Average problems
• Coin/Stamp/Ticket problems
• Consecutive Integers, digits and other integer problems
• Interest problems
• Fraction problems
• Geometry word problems and motion related problems
• Mixture, number sequences, ratios, proportions and work problems

## Notice the keywords that signify the operation to be performed

Most word problems contain certain keywords that indicate as to which operation needs to be performed. For instance, when the case is addition, words such as added to, sum, total, increased to, etc are employed. While for subtraction, removed, less than etc is used. Identifying this can help you write down the equation properly. Students today turn to an online algebra tutor for help and they usually recommend such tips as they have proven to be effective and help the students construct the equations quickly.

## Jot down relevant information before solving the problem

As and when you read the question, if there is anything at all that strikes you as important or as having some significance, write down irrespective of whether you can make sense out of it or not. This will in turn help you in getting a clearer picture and aid you in problem solving. It is always important to jot down relevant info while reading any problem whether in algebra or any other branch of math for it ensured easier problem solving.

## There can be no substitute to practice

Practice makes perfect is the time tested theory and algebra is no exception to it. Practicing as many problems as you can is important and ensures that you are well prepared for exams and help you score better. When you are given an assignment, seek algebra assignment help online to get your doubts clarified and work out the problems on your own. This helps you tackle your tests head on!

## Summary

Algebra is a popular subject where students seek professional help to understand underlying concepts and get help with their homework and assignments. The above mentioned tips outlay a methodical approach to problem solving, particularly working with algebra word problems. Following these tips is a sure shot way to success when it comes to solving algebra word problems which are an integral part of the tests.

# How to Solve Algebra Word Problems in 5 Steps

For solving Algebra word problems you need to use your logic and find out answers for the problem. Here are 5 steps that help you solve Algebra problems with ease

1. Identify the problem
2. Identify what you know
3. Make a plan
4. Carry out the plan

## Step 1

### Identify the problem

The steps for identifying the problem are

• Express the problem question or statement.
• Identify the unit of the final answer.
• Express the problem question or statement.

You find Algebra word problems in the form of a question or statement.

Examples:

Question How many saplings Brown needs to plant? How many televisions Brenda needs to sell to earn \$20000?

Statement Find the number of saplings Brown has to plant. Solve for the number of televisions Brenda has to sell to earn \$20000.

• Identify the final unit of the answer

After understanding the purpose of the word problem, try to find out in what unit the answer will be like miles, ounces, pesos, number of trees or number of televisions.

Example for step1

Christiana is making brownies to serve at the family picnic. If the recipe calls for 21/2 cups of cocoa to serve 4 people, how many cups will she need for 60 people who attend the picnic?

• Identify the problem: how many cups Christiana needs if 60 people attend the picnic?
• Identify the final unit of answer: Cups

## Step 2

### Identify what you know

Example for step 2

Sarah is carpeting a rectangular room in her house. The length of the room is(x+2) feet and the breadth of the room is (x-6) feet and the area of the room is 84 square feet. Find the length and width of the room. Identify what you know

• Sarah is carpeting a rectangular room
• The length of the room is x+2
• The breadth of the room is x-6
• The area of the room is 84 square feet.
• The formula for the area of a rectangle is A=lw
• I need to find x to find the length and breadth of the room.

## Step 3

### Make a plan

• Make a table
• Draw a bar graph, line or circle
• Draw any other type of graph
• Draw a picture

Example for step 3

The Damsels Theater expects 275 patrons every weekend per new movie. How many new movies they will show if they expect 2200 patrons this week end?

• For every new movie, 275 patrons come to Damsels Theater
• 1 movie     =275 patrons
• 2movies =275*2=550 patrons
• 3 movies=275*3=825 patrons
• 275*number of movies=2200 or 275*m=2200(m represents the number of movies)
• Solve for m to find the answer

## Step 4

### Carry out the plan

Verify whether the plan is sensible. Check whether you have not missed anything or did not approach the problem in the wrong manner.

Example for step 4

Ben and Jack run a combined distance of 28 miles. Ben runs three times as many miles as Jack. How many miles does Jack run?

The plan

• B+J=28 where B represents the number of miles run by Ben and J represents the miles run by Jack.
• B=3*J because Ben runs three times as many miles as Jack.
• Replace B with 3*J in the equation B+J=28

Carry out the plan

• 3*J+J=28
• 4*J=28
• Solve for J: J=7

## Step 5

In the last step you have two red flags that signal wrong answers

Example for step 5

John is driving from his house to his company. On Monday morning John drives 6 miles north on Peter’s road. Then he drives 8 miles east on Willie’s Road to reach his company. On Tuesday morning, John avoids Peter’s and Willie’s Roads. What is the difference between the number of miles John drives on Monday and Tuesday mornings?

John’s drive to his company resembles a right triangle. You can use Pythagorean Theorem. 10 miles is the answer

No. The answer is the direct distance between John’s company and house. It is not the answer for the question what is the difference between the number of miles John drives on Monday and Tues day mornings?

Make a new plan

• Find the direct distance
• Add 6 miles and 8 miles to find the total distance traveled on Peter’s and Willie’s Roads
• Find the difference between the numbers in steps 1 and 2
• Distance between the company and house is 10 miles
• Distance traveled on Peter’s and Willie’s Roads is 6+8=14miles
• Difference between the numbers 14-10= 4 miles

The answer is correct as per arithmetic and it makes sense.

Doing Algebra word problems through step by step approach is logical easy and fun. 