How do you simplify $22 [4 + (3 - 6) 2] - 13$ $22[4 + (3 - 6)2] - 13$ using order of operations?

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How do you simplify $22 [4 + (3 - 6) 2] - 13$ $22[4 + (3 - 6)2] - 13$ using order of operations?

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Answer 1 · 2018-04-12T03:15:15

PEMDAS
P $(3 - 6) = - 3$ $(3-6) = -3$
M $- 3 \cdot 2 = - 6$ $-3 *2 = -6$
A $4 + (- 6) = - 2$ $4+(-6) = -2$
M $22 (- 2) - 13$ $22(-2) -13$
$- 44 - 13$ $-44 -13$
$- 57$ $-57$

Do what's in the parentheses, then what's in the brackets, multiply the $22$ $22$ and then add $- 13$ $-13$ .

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How do you simplify $22 [4 + (3 - 6) 2] - 13$ $22[4 + (3 - 6)2] - 13$ using order of operations?

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How do you simplify 22[4+(3−6)2]−1322[4 + (3 - 6)2] - 13 using order of operations?

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How do you simplify $22 [4 + (3 - 6) 2] - 13$ $22[4 + (3 - 6)2] - 13$ using order of operations?