How do you simplify $4 (7) + 6 (- 4)$ $4(7)+ 6(-4)$ ?

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How do you simplify $4 (7) + 6 (- 4)$ $4(7)+ 6(-4)$ ?

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Answer 1 · 2018-03-06T11:45:52

$4$ $4$

Explanation:

$note that 4 (7) means 4 \times 7$ $"note that "4(7)" means "4xx7$

$in order of operations we multiply before$ $"in order of operations we multiply before "$
$adding/subtracting$ $"adding/subtracting"$

$\Rightarrow 4 (7) + 6 (- 4)$ $rArr4(7)+6(-4)$

$= (4 \times 7) + (6 \times - 4) \leftarrow multiplying$ $=(4xx7)+(6xx-4)larrcolor(red)"multiplying"$

$= 28 + (- 24)$ $=28+(-24)$

$= 28 - 24 = 4 \leftarrow add/subtract$ $=28-24=4larrcolor(red)"add/subtract"$

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How do you simplify $4 (7) + 6 (- 4)$ $4(7)+ 6(-4)$ ?

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