# Chapter 1 And 7: Question Preview (ID: 27165)

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**What is the rule for subtracting expressions that matches the rule for subtracting integers?**

a) KCF- keep change flip

b) FKC- flip, keep, change

c) KCC- keep, change, change

d) CKC- change, keep, change

**Simplify the expression: 2(x-y)+3x**

a) 5x+2y

b) -5x+2y

c) -5x-2y

d) 5x-2y

**Simplify the expression: x+5(6+x)**

a) 6x+30

b) 6x-30

c) -6x+30

d) -6x-30

**Simplify the expression: 4a-6-2(a-1)**

a) 2a+4

b) 2a-4

c) -2a-4

d) -2a+4

**Simplify the expression: 6x+2x+3**

a) 8x+3

b) 4x+3

c) -8x-3

d) 4x-3

**Identify the like terms in the expression: 3x+4x+5y**

a) 5y

b) 3x, 4x

c) 3x, 5y

d) no like terms

**Identify the constant(s) in the expression: 6x-4b-3**

a) 6

b) -4

c) 1

d) 3

**Identify the variables in the expression: 6a-4b+z**

a) 6, -4, 1

b) 6a, 4b

c) a, b, z

d) z

**Identify the coefficients in the expression: -2a+3a+5b**

a) -2, 3, 5

b) a, b

c) -2a, -3a

d) 5b

**Distribute: -1/2(n+4)**

a) 1/2n-4

b) -1/2n-2

c) 1/2n+4

d) -1/2n+2

**Distribute: 9.5(a-10)**

a) 9.5a

b) -9.5a+95

c) 9.5a-10

d) 9.5a-95

**Distribute: 5(x-9)**

a) 5x+9

b) 5x-9

c) 5x-45

d) -5x-45

**Distribute: -6(b-5)**

a) -6b-30

b) -6b+30

c) 6b+30

d) 6b-30

**Distribute and write as an addition expression: 7(9+3)**

a) 7x9+7x3

b) 7+9x7+3

c) 79+73

d) 21

**Distribute: (p+4)5**

a) 5p+9

b) 6p+20

c) 5p+20

d) 9p

**Distribute: 3/4(m+4)**

a) 3/4m+3

b) 3/4+3/4

c) m+3/4

d) m+3

**Subtract: (8x-9)-(3x-1)**

a) -5x+8

b) 5x+8

c) 5x-8

d) -5x-8

**Add: (x-1)+(x+1)**

a) -x

b) x

c) -2x

d) 2x

**Add: (-7x+1)+(-x+2)**

a) -8x+3

b) 8x+3

c) -8x-3

d) -8x

**When I add integers, I:**

a) keep, change change

b) combine like terms

c) keep change flip

d) add up all of the numbers and variables

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