if f(x) is an invertible function, defined as f(x) =3x-4/5, write f inverse of (x)
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Given f(x) = 5x+4
Let f(x) = y [ here x=f inverse (y)]
5x+4=y
5x=y-4
x= y-4/5
f inverse (y) = y-4/5
Inverse of f(x) is f inverse (x) = x-4/5
Let f(x) = y [ here x=f inverse (y)]
5x+4=y
5x=y-4
x= y-4/5
f inverse (y) = y-4/5
Inverse of f(x) is f inverse (x) = x-4/5
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