Adv Math: Word Problems Modeling

Adv Math: Word Problems Modeling

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Translate "six less than twice x" into an algebraic expression

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Solve:  $\frac{2}{3}x=24$  

x = 

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Solve:  $3x+8=14$  

x = 

Multiple Choice

Joaquin bought a bookcase on sale for $120, which was two-thirds the original price. Which equation below would you solve to find the original price?

• $\frac{2}{3}p=120$

• $\frac{2}{3}\left(120\right)=p$

Multiple Choice

Two-fifths of the songs in Muriel's playlist are country songs. If there are 16 country songs in the playlist, how many total songs are in the playlist?

• 6.4

• 40

• 7

• 38

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John bought textbooks and notebooks at the bookstore. The number of textbooks was three more than twice the number of notebooks. He bought 7 textbooks. How many notebooks did he buy?

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The difference of a number and 8 is 17. What is the number?

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The difference of a number and eleven is negative seven. What is the number?

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The sum of four times a number and 2 is 14. Find the number.

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The sum of three times a number and 7 and 25. Find the number.

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One number is six more than another number. The sum of the numbers is 24. What are the numbers? **Enter your answer putting a comma between the two numbers; no spaces.

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The sum of two numbers is 58. One number is four more than the other number. What are the numbers? **put a comma between the two numbers; no spaces.

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The sum of two numbers is negative twenty-three. One number is seven less than the other number. What are the numbers? **put a comma, but no spaces between the numbers.

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The sum of two consecutive integers is 95. Find the numbers. Put a comma and no spaces between the numbers.

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The sum of two consecutive integers is -31. What are the numbers?

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Find three consecutive integers whose sum is -96. **number comma number comma number; no spaces

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Find three consecutive odd integers whose sum is negative nine. **number comma number comma number; no spaces