- 26.06.2019

Start Now Also, be sure to pay close attention to the relationship of the two variables when it comes to division and subtraction. It matters which variable comes first, and when the algebra word problem asks for the difference between x and y, when you write the algebra out, you will show x — y.

Underline anything that will be important for setting up the algebra equations or solving the word problem. When you have read through the entire word problem, you will want to go back through and underline anything important. When you underline or highlight these important parts, you can quickly reference the things you need to without having to read through the entire problem again. You can concentrate on each small task within the algebra problem, and then put the pieces together at the end.

First, we need to translate the word problem into equation s with variables. Then, we need to solve the equation s to find the solution s to the word problems. Part 1: Translate the problem into equations with variables How to recognize some common types of algebra word problems and how to solve them step by step: Age Problems usually compare the ages of people.

Average Problems involve the computations for arithmetic mean or weighted average of different quantities. Another common type of average problems is the average speed computation. Coin Problems deal with items with denominated values. Consecutive Integer Problems deal with consecutive numbers. You can solve these problems the same way we solved the first one—just follow the problem-solving steps we covered earlier. For your reference, these steps are: Read through the problem carefully, and figure out what it's about.

Represent unknown numbers with variables. Translate the rest of the problem into a mathematical expression. Solve the problem. Check your work. If you get stuck, you might want to review the problem on page 1. You can also take a look at our lesson on writing algebraic expressions for some tips on translating written words into math. Problem 1 Try completing this problem on your own. When you're done, move on to the next page to check your answer and see an explanation of the steps.

How much does a family pass cost? Problem 2 Here's another problem to do on your own. As with the last problem, you can find the answer and explanation to this one on the next page. Flor and Mo both donated money to the same charity. Flor gave three times as much as Mo.

How much money did Mo give? We'll solve it the same way we solved the problem on page 1. Step 1: Read through the problem carefully The first in solving any word problem is to find out what question the problem is asking you to solve and identify the information that will help you solve it.

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These keywords can go a long way in helping you determine how to set up the algebra equations. You can solve these problems the same way we solved the first one—just follow the problem-solving steps we covered earlier. Then, we need to solve the equation s to find the solution s to the word problems. How many miles did she drive?

To get the correct answer, we'll have to get m alone on one side of the equation. On the other hand, if you write down each step while solving the problem, you can retrace your steps and make sure your answer is correct. We could translate this into this equation, with s standing for the cost of a single ticket. In other words, if our answer for Jada's distance is correct, we should be able to use it to work backward and find another value, like the total cost. When you underline or highlight these important parts, you can quickly reference the things you need to without having to read through the entire problem again.
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How many miles did she drive? To get the correct answer, we'll have to get m alone on one side of the equation. We could translate this into this equation, with s standing for the cost of a single ticket. Average Problems involve the computations for arithmetic mean or weighted average of different quantities.

How to solve Algebra Word Problems? Many students find solving algebra word problems difficult. Break the problem down into smaller bits and solve each bit at a time.
In other words, the answer to our problem is —we now know Jada drove miles. Step 5: Check the problem. To make sure we solved the problem correctly, we should check our work.
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To turn this into a problem we can solve, we'll have to translate it into math. Then, we need to solve the equation s to find the solution s to the word problems. On the next page, you can try it for yourself. Jada rented a van to drive to her new home..

Break the problem down into smaller bits and solve each bit at a time. Let's look at our problem again. Ratio Problems require you to relate quantities of different items in certain known ratios, or work out the ratios given certain quantities. A tutor can also provide you with practice problems that focus on the specific areas that you need help with, such as setting up algebra word problems that emphasize certain areas over others.

**Macage**

Part 1: Translate the problem into equations with variables How to recognize some common types of algebra word problems and how to solve them step by step: Age Problems usually compare the ages of people. Break the problem down into smaller bits and solve each bit at a time. It matters which variable comes first, and when the algebra word problem asks for the difference between x and y, when you write the algebra out, you will show x — y.

**Meztim**

A private tutor will be able to give you the personalized attention necessary to work on the concepts in algebra or other math courses, and work at a pace that is just right for you. Problem 1 Try completing this problem on your own. Like with any problem, we can solve this one by following the order of operations. Having a written record of each variable also helps when it comes time to give your solution, as you know what variable has the answer in it! How many miles did she drive? Let's look at the original problem again.

**Tasho**

We can have objects that Travel at Different Rates , objects that Travel in Different Directions or we may need to find the distance Given the Total Time Fraction Problems involve fractions or parts of a whole. Break the problem down into smaller bits and solve each bit at a time. Ratio Problems require you to relate quantities of different items in certain known ratios, or work out the ratios given certain quantities. It matters which variable comes first, and when the algebra word problem asks for the difference between x and y, when you write the algebra out, you will show x — y.

**Shaktigrel**

On the other hand, if you write down each step while solving the problem, you can retrace your steps and make sure your answer is correct. Ratio Problems require you to relate quantities of different items in certain known ratios, or work out the ratios given certain quantities. A private tutor will be able to give you the personalized attention necessary to work on the concepts in algebra or other math courses, and work at a pace that is just right for you. Number Sequence Problems use number sequences in the construction of word problems. We're done! Part 1: Translate the problem into equations with variables How to recognize some common types of algebra word problems and how to solve them step by step: Age Problems usually compare the ages of people.

**Taular**

Step 3: Translate the rest of the problem Here's the problem again. What's the question here? Consecutive Integer Problems deal with consecutive numbers.

**Shaktilmaran**

In this case, we should be able to correctly calculate the cost of a single ticket by using the cost we calculated for the family pass. This time, the important facts are highlighted. What's the question here? Many students find solving algebra word problems difficult. We can have objects that Travel at Different Rates , objects that Travel in Different Directions or we may need to find the distance Given the Total Time Fraction Problems involve fractions or parts of a whole.

**Akiktilar**

We'll represent it with the variable m. Translate the rest of the problem into a mathematical expression.