How do you solve $6 (4 x) + 6 x = 24$ $6(4 x) + 6x = 24$ ?

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How do you solve $6 (4 x) + 6 x = 24$ $6(4 x) + 6x = 24$ ?

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Answer 1 · 2018-05-07T17:11:40

$x = \frac{4}{5}$ $x=4/5$

Explanation:

$note that 6 (4 x) = 6 \times 4 x = 24 x$ $"note that "6(4x)=6xx4x=24x$

$\Rightarrow 24 x + 6 x = 24$ $rArr24x+6x=24$

$\Rightarrow 30 x = 24$ $rArr30x=24$

$divide both sides by 30$ $"divide both sides by 30"$

$(cancel(30) x)/cancel(30)=24/30$

$rArrx=24/30=4/5$

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How do you solve $6 (4 x) + 6 x = 24$ $6(4 x) + 6x = 24$ ?

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Explanation:

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