Applying Properties Of Operations To Generate Equivalent Expressions Word Problems -Multiple Choice Questions Quiz

Interactive MCQs on the topic “Applying Properties Of Operations To Generate Equivalent Expressions Word Problems”:

Solve the following 10 questions: Only one option is correct. Click on the “Submit” button when done. Click on the “embed” button to use this quiz on your website. Click on “WhatsApp” to share this quiz.

Question 1:A farmer bought 3 bags of fertilizer, each costing $(x + 4). What expression represents the total cost?

(A) x + 12
(B) x + 4
(C) 3x + 12
(D) 3x + 4

Question 2:A pack of pencils costs $a, and a notebook costs $b. What expression shows the total cost of a pencil and a notebook, using commutative property?

(A) b + a
(B) a × b
(C) ab + a
(D) a + ab

Question 3: Sam walks 2 miles each day for 7 days. Write an expression for the total miles walked.

(A) 2 + 2 + 2 + 2 + 2 + 2 + 2
(B) 7 × 2
(C) 2 × 2 × 2
(D) 2 + 7

Question 4:A school orders 6 boxes of markers. Each box has (m + 5) markers. What expression shows total markers?

(A) m + 30
(B) 6m + 5
(C) m + 6 + 5
(D) 6m + 30

Question 5:Lily earned $10 from one job and $x from another. Which expression uses associative property?

(A) 10 + x
(B) x + 10
(C) (10 + x) + 5 = 10 + (x + 5)
(D) 10x + 5

Question 6:Factor the expression for cost of 5 pens and 5 notebooks, if each pen is $p and notebook is $n.

(A) p + n + 5
(B) 5(p + n)
(C) 5p + n
(D) p(n + 5)

Question 7:A toy costs $y. Amy buys 4 of them. Which shows the total cost?

(A) 4y
(B) y + y + y
(C) y/4
(D) y + 4

Question 8:Max earns $15 per hour for 8 hours. Then he gets a $20 bonus. Use distributive property to find earnings.

(A) 8 × 15
(B) 15 + 8 + 20
(C) 8 × 15 + 20
(D) 15 × 20

Question 9:A restaurant orders 3 sets of (4 chairs + 1 table). What expression shows the total furniture ordered?

(A) 4 × 3 + 1
(B) 3(4 + 1)
(C) 4 + 1 + 3
(D) 3 + 4 × 1

Question 10:A classroom has x rows with (5 boys + 3 girls) in each row. What expression shows total students?

(A) x + 5 + 3
(B) x × 5 + 3
(C) x + 8
(D) 8x