What is solvefor x,-(1-z-3(1-x-4(15-15x)))>0 ?

The solution to solvefor x,-(1-z-3(1-x-4(15-15x)))>0 is x>(-z+178)/(177)

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solvefor x,-(1-z-3(1-x-4(15-15x)))>0

solve for

x, - (1 - z - 3 (1 - x - 4 (15 - 15 x))) > 0

x > \frac{- z + 178}{177}

Solution steps

- (1 - z - 3 (1 - x - 4 (15 - 15 x))) > 0

Simplify

- 178 + 177 x + z > 0

Move

z

to the right side

- 178 + 177 x > - z

Move

178

to the right side

177 x > - z + 178

Divide both sides by

177

x > \frac{- z + 178}{177}

3 - 8 x > 0

- 4 x + 9 < x - 1

\frac{x}{2} + \frac{( x - 1 )}{4} - x + 3 < 0

2 \frac{x}{9} - \frac{2}{3} < 2 - x + \frac{2}{6}

5 x + 2 > 3 x + 8

What is solvefor x,-(1-z-3(1-x-4(15-15x)))>0 ?
The solution to solvefor x,-(1-z-3(1-x-4(15-15x)))>0 is x>(-z+178)/(177)