Write an equation that gives M in terms of x y and z.

Question

X = (15y + z)(3x - z) ^y / (yz - x) ^z * M

I don’t understand what this question wants me to do, nor how I would even solve.

Answer 1

It looks like it wants you to solve for M

switch X and M to get

M = (15y+z)(3x-z)^y/(yz-x)^z*X

in other words, multiply both sides by M and divide both sides by X

everything stays the same, except M and X switch places