Question

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Answer 1

24x-8(2x+8)-6x+2-x+72=0

24x-16x-64-6x+2-x+72=0

8x-64-6x+2-x+72=0

2x-64+2-x+72=0

2x-62-x+72=0

x-62+72=0

x+10=0

answer is x = - 10

Step-by-step explanation:

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Answer 2

Answer: $x= -10$

Step-by-step explanation:

$x- (\frac{2x+8}{3} ) - \frac{x}{4} + (\frac{2-x}{24} )+ 3=0$

Subtract 3 from both sides.

$x- (\frac{2x +8}{3} ) - \frac{x}{4} + (\frac{2-x}{24} )+ 3- 3 = 0-3$

Simplify

$x- (\frac{2x+8}{3}) - \frac{x}{4} + (\frac{2-x}{24}) = -3$

Find least common multiple.

3, 4, 24 = LCM 24

$x* 24- (\frac{2x+8}{3} ) *24 - \frac{x}{4} *24 + (\frac{2-x}{24} ) = -3 * 24$

Simplify

$17x-8(\frac{2x+8}{3} ) +2 = -72$

Expand

$x - 62= -72$

Add 62 to both sides.

$x- 62 +62 = -72+62$

Simplify

$x= - 10$