How do you evaluate the expression $8 + (36 \cdot 8 - 204) \div 6$ $8 + (36 * 8-204) -: 6$ ?

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Answer 1 · 2018-03-04T14:01:43

$8 + (36 \cdot 8 - 204) \div 6 = 22$ $8+(36*8-204)-:6=color(blue)22$

Evaluate:

$8 + (36 \cdot 8 - 204) \div 6$ $8+(36*8-204)-:6$

Follow the order of operations as indicated by the acronym PEMDAS.

$8 + (36 \cdot 8 - 204) \div 6$ $8+(36*8-204)-:6$

First simplify the parentheses. First multiply $36 \cdot 8$ $36*8$ .

$8 + (288 - 204) \div 6$ $8+(288-204)-:6$

Now subtract within the parentheses.

$8 + 84 \div 6$ $8+84-:6$

Next divide $84$ $84$ by $6$ $6$ .

$8 + 14$ $8+14$

Now add $8$ $8$ .

$22$ $22$

How do you evaluate the expression 8 + (36 * 8-204) -: 68+(36⋅8−204)÷68 + (36 * 8-204) -: 6?