given f(x)= 4x + 1/4 and g(x) = root x^3, them find (gof^-1)(3/8) .
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(gof⁻¹)() = or
Given:
f(x) = 4x +
g(x) = √x³
To Find:
(gof⁻¹)() =?
Solution:
f(x) = 4x +
Let f(x) = y
So, y = 4x +
y - = 4x
x =
∴ f⁻¹(x) =
g{f⁻¹(x)} = g( )
g{f⁻¹(x)} =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() =
(gof⁻¹)() = or
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