What is the answer to solvefor z,-p*(51+z)=dz+84 ?

The answer to solvefor z,-p*(51+z)=dz+84 is z=-(84+51p)/(d+p);\quad d\ne-p

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solvefor z,-p*(51+z)=dz+84

solve for

z, - p \cdot (51 + z) = d z + 84

z = - \frac{84 + 51 p}{d + p}; d \neq = - p

Solution steps

- p (51 + z) = d z + 84

Expand

- p (51 + z) : - 51 p - z p

- 51 p - z p = d z + 84

Move

51 p

to the right side

- z p = d z + 84 + 51 p

Move

d z

to the left side

- z p - d z = 84 + 51 p

Factor

- z p - d z : - z (p + d)

- z (p + d) = 84 + 51 p

Divide both sides by

- (p + d); d \neq = - p

z = - \frac{84 + 51 p}{d + p}; d \neq = - p

x, 3 x + 4 y = 27

x, 3 x + 4 y = 36

\frac{3 ^{2} + ( - 2 ^{2} )}{1 ^{2}} = - 2^{2}

(7 - 6 x) - 5 (x + 2) = 3 (x + 2) - 2 x

a \cdot (5 - x) = b x - 8

What is the answer to solvefor z,-p*(51+z)=dz+84 ?
The answer to solvefor z,-p*(51+z)=dz+84 is z=-(84+51p)/(d+p);\quad d\ne-p