Back to Details Practice: Write, explain, and evaluate numerical expressions involving the four operations using order of operations and properties. (NC.5.OA.2) Open in Editor

Practice: Write, explain, and evaluate numerical expressions involving the four operations using order of operations and properties. (NC.5.OA.2)

Targeted remediation practice

📚 Mathematics 🎓 Grade 5 ⏱️ 25 minutes

Learning Objectives

  • Write, explain, and evaluate numerical expressions involving the four operations using order of operations and properties.

Progress 4 sections
1

Practice set 1

Question 1

Evaluate the expression: $ 3 \times (6 - 2) + 36 \div 6 $

Question 2

Evaluate the expression: $ 4 \times (9 - 1) + 12 \div 6 $

Question 3

Evaluate the expression: $ 3 \times (11 - 5) + 12 \div 4 $

Question 4

Evaluate the expression: $ 6 \times (6 - 5) + 16 \div 4 $

Question 5

Evaluate the expression: $ 4 \times (7 - 4) + 30 \div 6 $

2

Practice set 2

Question 6

Evaluate the expression: $ 3 \times (7 - 1) + 25 \div 5 $

Question 7

Evaluate the expression: $ 4 \times (8 - 2) + 10 \div 5 $

Question 8

Evaluate the expression: $ 4 \times (8 - 3) + 25 \div 5 $

Question 9

Evaluate the expression: $ 4 \times (6 - 1) + 16 \div 4 $

Question 10

Evaluate the expression: $ 3 \times (10 - 3) + 6 \div 3 $

3

Practice set 3

Question 11

Evaluate the expression: $ 2 \times (12 - 1) + 24 \div 4 $

Question 12

Evaluate the expression: $ 5 \times (10 - 4) + 20 \div 4 $

Question 13

Evaluate the expression: $ 6 \times (10 - 4) + 30 \div 5 $

Question 14

Evaluate the expression: $ 3 \times (8 - 2) + 16 \div 4 $

Question 15

Evaluate the expression: $ 4 \times (6 - 3) + 6 \div 2 $

4

Practice set 4

Question 16

Evaluate the expression: $ 6 \times (9 - 1) + 6 \div 2 $

Question 17

Evaluate the expression: $ 2 \times (9 - 4) + 20 \div 5 $

Question 18

Evaluate the expression: $ 5 \times (12 - 5) + 24 \div 4 $

Question 19

Evaluate the expression: $ 6 \times (7 - 2) + 8 \div 4 $

Question 20

Evaluate the expression: $ 6 \times (10 - 1) + 15 \div 3 $