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Inverse of f(x) = 3x - 5
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Make f(x)= y...so you have y=3x-5...now swap the x and y so you have x=3y-5..solve for y...that is how to do inverse functions
I got all of that, but how do I solve for y? That's the part I'm stuck on @nelsonjedi
x=3y-5...first add 5 to both sides of the equation..what do you have now?
5x = 3y
@nelsonjedi
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adding 5 to x does not give you 5x does it?
sorry 5 + x
or x + 5 @nelsonjedi
Correct now you have x+5=3y...now how to you convert 3y to y?
divide by 3 @nelsonjedi
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Corrrect and what ever you do to one side of the equation you do to the other. So divide both sides by 3 and what do you have?
x + 5/3 = y?
@nelsonjedi
\[\frac{ x+5 }{ 3 }=y\]
ok thank you!
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