Question 1205142
the same way you would multiply any equation by any equation.
for example:
equation 1 is y = x^2
equation 2 is y = x^3
inverse equation 1 is y = x^(1/2)
inverse equation 2 is y = x^(1/3)
inverse equation 1 by inverse equation 2 to get y = x^(1/2) * x^(1/3) = x^(1/6)
it looks like if you multiply the original equations by each other you would get y = x^6 and the inverse equation to that is y = x^(1/6).


so, i would say, you can probably do it 2 ways.
1.
multiply the inverse equations by each other as you would multiply any equation by each other.
2.
multiply the original equations by each other and then get the inverse of that.
if option 2 is true, then you can check that you did the multiplication correctly by doing it both ways and compare your answer to see if they are the same.


try it out and let me know how you do.
send me the original equations and the inverse equation as well and i'll give it a shot from this end.