What is the answer to solvefor x,16x=7u(Px-10H) ?

The answer to solvefor x,16x=7u(Px-10H) is x=-(70uH)/(16-7uP);\quad u\ne (16)/(7P)

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solvefor x,16x=7u(Px-10H)

solve for

x, 16 x = 7 u (P x - 10 H)

x = - \frac{70 u H}{16 - 7 u P}; u \neq = \frac{16}{7 P}

Solution steps

16 x = 7 u (P x - 10 H)

Expand

7 u (P x - 10 H) : 7 xu P - 70 u H

16 x = 7 xu P - 70 u H

Move

7 xu P

to the left side

16 x - 7 xu P = - 70 u H

Factor

16 x - 7 xu P : x (16 - 7 u P)

x (16 - 7 u P) = - 70 u H

Divide both sides by

16 - 7 u P; u \neq = \frac{16}{7 P}

x = - \frac{70 u H}{16 - 7 u P}; u \neq = \frac{16}{7 P}

\frac{3 v}{3} - 3 v = - 5

\frac{z}{8} - \frac{z}{4} = 3

t, r = tw

2 x - 1 = - 2

6 + y = 6

What is the answer to solvefor x,16x=7u(Px-10H) ?
The answer to solvefor x,16x=7u(Px-10H) is x=-(70uH)/(16-7uP);\quad u\ne (16)/(7P)