Step: 1

The order of operation for the expression is, operation within grouping symbols first and then subtraction, from left to right.

Step: 2

17 - (2 × 6)

[Original expression.]

Step: 3

= 17 - 12

[Multiply 2 and 6.]

Step: 4

= 5

[Subtract 12 from 17.]

Step: 5

The value of the expression is 5.

Correct Answer is : 5

Step: 1

The order of operation for the expression is, operation within grouping symbol first, addition next and then subtraction, from left to right.

Step: 2

20 - (5 × 4) + 4

[Original expression.]

Step: 3

= 20 - 20 + 4

[Do the operation within the grouping symbol.]

Step: 4

= 24 - 20

[Add 20 and 4.]

Step: 5

= 4

[Subtract 20 from 24.]

Step: 6

The value of the expression is 4.

Correct Answer is : 4

Step: 1

49 ÷ (2 + 5) - (2 + 5)

[Original Expression.]

Step: 2

= 49 ÷ 7 - 7

[Add within the parentheses from left to right.]

Step: 3

= 7 - 7

[Divide.]

Step: 4

= 0

[Subtract.]

Step: 5

The value of the expression is 0.

Correct Answer is : 0

Step: 1

The order of operation for the expression is working inside the round braces first, working inside the square braces next and then division.

Step: 2

1152 ÷ [416 - (16 × 8)]

[Original expression.]

Step: 3

= 1152 ÷ [416 - 128]

[Multiply 16 by 8 inside the grouping symbols.]

Step: 4

= 1152 ÷ 288

[Subtract inside the grouping symbols.]

Step: 5

= 4

[Divide.]

Correct Answer is : 4

Step: 1

The order of operation for the expression is working inside the braces first, division and multiplication next and then addition, in order from left to right.

Step: 2

(96 - 48) × (192 - 48) + 96 ÷ 6

[Original expression.]

Step: 3

= 48 × 144 + 96 ÷ 6

[Subtract inside the braces.]

Step: 4

= 48 × 144 + 16

[Divide 96 by 6.]

Step: 5

= 6912 + 16

[Multiply 48 with 144.]

Step: 6

= 6928

[Add.]

Correct Answer is : 6928

Step: 1

The order of operation for the expression is working inside the braces first, division next and then subtraction, in order from left to right.

Step: 2

(20 + 5) - 5 ÷ 5

[Original expression.]

Step: 3

= 25 - 5 ÷ 5

[Work inside the grouping symbols.]

Step: 4

= 25 - 1

[Divide 5 by 5.]

Step: 5

= 24

[Subtract.]

Step: 6

The value of the expression is 24.

Correct Answer is : 24

Step: 1

The order of operation for the expression is division first, multiplication next, followed by addition, and then subtraction, in order from left to right.

Step: 2

8 + 32 ÷ 8 × 4 - 2

[Original expression.]

Step: 3

= 8 + 4 × 4 - 2

[Divide 32 by 8.]

Step: 4

= 8 + 16 - 2

[Multiply 4 and 4.]

Step: 5

= 24 - 2

[Add 8 and 16.]

Step: 6

= 22

[Subtract 2 from 24.]

Step: 7

The value of the expression is 22.

Correct Answer is : 22

Step: 1

The order of operation for the expression is working inside the round braces first and then square braces, followed by division, in order from left to right.

Step: 2

216 ÷ [12 + (16 - (12 ÷ 3))]

[Original expression.]

Step: 3

= 216 ÷ [12 + (16 - 4)]

[Divide 12 by 3 in the round braces.]

Step: 4

= 216 ÷ [12 + 12]

[Subtract 4 from 16.]

Step: 5

= 216 ÷ 24

[Add 12 to 12 in the square braces.]

Step: 6

= 9

[Divide 216 by 24.]

Step: 7

The value of the expression is 9.

Correct Answer is : 9

Step: 1

The order of operation for the expression is, operation within grouping symbol first and then subtraction, from left to right.

Step: 2

41 - (4 × 8)

[Original expression.]

Step: 3

= 41 - 32

[Multiply 4 and 8.]

Step: 4

= 9

[Simplify.]

Step: 5

The value of the expression is 9.

Correct Answer is : 9

- Writing and Interpreting Numerical Expressions-Gr 5-Solved Examples
- Creating Tables and Locating the Values on Coordinate Plane-Gr 5-Solved Examples

- Order Of Operations