What is solvefor x,15*x+7.5*y+5*z<= 315 ?

The solution to solvefor x,15*x+7.5*y+5*z<= 315 is x<= (126-3y-2z)/6

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solvefor x,15x+7.5y+5*z<= 315

solve for

x, 15 \cdot x + 7.5 \cdot y + 5 \cdot z \leq 315

x \leq \frac{126 - 3 y - 2 z}{6}

Solution steps

15 x + 7.5 y + 5 z \leq 315

Multiply both sides by

10

150 x + 75 y + 50 z \leq 3150

Move

75 y

to the right side

150 x + 50 z \leq 3150 - 75 y

Move

50 z

to the right side

150 x \leq 3150 - 75 y - 50 z

Divide both sides by

150

x \leq \frac{126 - 3 y - 2 z}{6}

3 (x + 2) + 7 (x - 4) \geq 3 x - 1

a^{2} (x - 5) > b^{2} (x - 5)

\frac{( a + 3 )}{5} - \frac{( 2 a - 1 )}{2} > \frac{( 4 - a )}{2} - \frac{a}{10}

- 2 z - 3 > - 7

- 3 x + 4 > - 10

What is solvefor x,15*x+7.5*y+5*z<= 315 ?
The solution to solvefor x,15*x+7.5*y+5*z<= 315 is x<= (126-3y-2z)/6