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Math Word Problems - GED, PSAT, SAT, ACT, GRE Preparation
2.1 Word Problems - Basic Operations With Variables - 1

Word Problems as equations
Example:
Five more than twice a number is 28.
Solution: 2x + 5 = 28

Directions: Choose the algebraic equation for the word problem given below.
Q 1: If Mike's allowance was increased by $6, he would be earning twice what he is now.
6m = m + m
m + 6 = 2m
6 + 2m = m

Q 2: 9 decreased by half a number is equal to 6.
x/2 - 9 = 6
9 - x/2 = 6
x - 9 = 6

Q 3: Ben has 17 basketball trophies.
b = 17
b < 17
b > 17

Q 4: Katie has twice as many tropes and Aron.
k = a x 2
a = k x 2
a x k = 2

Q 5: Two more than three times a number is 20.
2x = 30
3x + 2 = 20
2x + 3 = 20

Q 6: Jill has 4 fewer pencils than Matt.
j = m - 4
m = j - 4
j = m + 4

Q 7: The product of a number and 5 is equal to sum of that number and 14.
5x - 14 = x
5x = x + 14
5x = 14

Q 8: Cathy got 10 fewer votes than Kim. Ron got three times as many votes as Cathy. The three students received a total of 90 votes. Write an equation in one variable that can be used to solve for the number of votes Kim received. (Hint: c = k - 10 r = 3c c + r + k = 90 )
c + 2r + 3k = 90
c + r + k = 90
k + (k-10) + 3(k-10) = 90

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Question 10: This question is available to subscribers only!


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