Write variable expressions
Write variable equations
Solve two-step linear equations
Evaluate a linear function
Evaluate variable expressions
100

Write an expression for the operation described below.

add m and 5 

m + 5

100

Write the sentence as an equation.

121 is 45 divided by v

121 = 45 / v

100

Solve for y.

5y − –12 = 67

y = 11

100

Use the function q=m–3 to find the value of q when m=7.

q = 4

100


Evaluate the expression for d = 5 and f = –5. 

(d - f) / f

Simplify your answer.

-2

200

Write an expression for the sequence of operations described below.

add 4 and 9, then subtract w from the result

Do not simplify any part of the expression.

(4 + 9) - w

200

Write the sentence as an equation.

34 and m more is the same as 36

34 + m = 36

200

Solve for y.

–4y + –8 = 4

y = -3

200

Use the function b=10r to find the value of b when r=2.

b = 20

200

Evaluate the expression for p = –6 and q = –6. Simplify your answer. 

(pq - q) / p

-7

300

Write an expression for the sequence of operations described below.

multiply e by 8, then add m to the result

Do not simplify any part of the expression.

8e + m

300

Write the sentence as an equation.

258 less than the quantity d times 81 equals 2112

81d - 258 = 2112

300

Solve for n.

–(n − 15) = 8

n = 7

300

Read the following description of a relationship:

Harper is a software engineer. Every week she spends 38 hours writing code and the rest of her work hours in meetings.

Let w represent the number of hours in meetings and c represent the total number of work hours. Find the value of c  when w=8.

c = 46

300

Evaluate the expression for k = –22.

Write your answer as a decimal or whole number.

–1.4k =

30.8

400

JB bought a bag of 50 sour candies. He ate 

c of the candies. Write an expression that shows how many sour candies JB has now. 

50 - c

400

Write the sentence as an equation.

the quotient of 212 and k equals the quotient of v and 390

212/k = v/390

400

Solve for g.

4.1 − 4g = 18.86

g = -3.69

400

Read the following description of a relationship:

At Rodrigo's restaurant and bakery, each cake is cut into 36 pieces.

Let c represent the number of cakes and p represent the total pieces of cake. Find the value of p when c=9.

p = 324

400

Evaluate the expression for r = –18 and s = 1. 

Simplify your answer.

(rs2 − r) /8 = 

0

500

Nay Nay needs c cups of flour to make cookies. She has 8 cups of flour in her cupboard. Write an expression that shows how many cups of flour Nay Nay will have left after making the cookies. 

8 - c

500

Write the sentence as an equation.

q times 196 is equal to q reduced by 161

196q = q - 161

500

Solve for g.

(g + 1.1) / -1 = - 1.5

g = 0.4

500

Read the following description of a relationship:

An engineer is constructing a Newton's pendulum using a frame that weighs 32 kilograms and steel balls that weigh 11 kilograms each.

Let b represent the number of steel balls used and w represent the total weight of the pendulum. Find the value of w when b=2.

w = 54

500

Evaluate the expression for s = 8, t = 19, and u = –9. Simplify your answer. 

(su) / (s2 - t + u)

-2