Unit 1
Unit 1
Unit 2
Unit 3
Word Problems
100

Classify 12 as a natural, whole, integer, rational and/or irrational number. 

natural, whole, integer, and rational 

100

Why do scientists use scientific notation and significant figures? 

To make sure data is written precisely and accurately. 

100
Simplify 5n + 2 - n - 6
4n - 4
100

Solve: x - 7 = -4

x = 3 
100

You and your brother are having a swimming race. You can swim 4 meters per m minutes, and your brother can swim 4.5 meters per m minutes. Write an expression to show your total time per m minute.  

8.5meters per m minutes

200

Write 7/8 as a decimal 

0.875

200

Write the following in exponential notation: 4 x 4 x 4 

4^3 

200

Simplify 6y + 3(x - 2y)

3x

200
Solve: -16 = b/4
-64
200

Provide a sentence for the following: (3x - 2)/6y 

Answers may vary: 3 times x minus 2, divided by the product of 6 and y 

300

Simplify the following radical: cube root of 80

2 x the cube root of 10 

300

Write this number in scientific notation: 438.7

4.387 x 10^2

300

Evaluate the expression (8y + 5) -2z when y = 4, and z = 12

13

300

What is the first step in solving this equation? 4x - 9x + 5 = 15

Combining like terms: 4x - 9x 

300

Ms. Dodd is making brownies again. The recipe says that for 2 batches of brownies, it will require 4n cups of flour. However, Ms. Dodd wants to make 6 batches of brownies. Write an expression to show the total amount of cups of flour she will need. 

12n cups of flour 

400

Solve the order of operations: -0.4 x 9 + 14 

10.4 

400

How many significant figures are in the following number? 0.00423050 

6 s.f. 

400

Evaluate 4r÷2r , if r = -8

2
400
Solve: 25 = 2x - 9
x=17
400

Robin's lawn is shaped like a square with a side length of 3x + 1 ft. If the total perimeter is 28ft, write and solve an equation to find the value of x. 

2 ft 

500

Solve the order of operations: 7.3[-8(3) ÷ (9 - 15)]

29.2

500

Write this number in standard form: 2.3 x 10^-4

0.00023

500

Factor the expression: -54x + 72p

-18(3x + -4p) 

500

Solve: -3(x + 5) - -9 = 27

x = -11 

500

At the snack sale, Peter sold five times as many brownies as Sarah sold. In total, they sold 78 brownies. Write and solve an equation to find how many did they EACH sold. 

Peter sold 65, Sarah sold 13