2 Answers

RSlaughter · Answer 1 · 2021-12-20T00:47:12+0000

Answer:

x=3.76 (3.7 recurring rounded to 2 decimal places)

x=
(34)/(9)

Explanation:

You follow the simple steps of finding the value of a variable in an equation by doing PEMDAS/BOMDAS backwards

6((3x)/(2)-4)=30

6((3x)/(2)-4+4)=30+4

6((3x/3)/(y))=(34)/(3)

6(2(x)/(2))=2*11.3 recurring

(6x)/(6) = (22.6)/(6)

$x=3.76\\x=(34)/(9)$

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