y=x^2×e^x inverse function of it
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Question : y = x ^ 2 × e ^ x inverse function of it
Step-by-step explanation:
The inverse function of e^x is ln(x)
So Apply ln x on both sides we get,
=> ln y = ln ( x ^ 2 × e ^ x )
ln(ab) = ln a + ln b
=> ln y = ln (x^2) + ln ( e^x )
ln( a^x) = x ln a
=> ln y = 2 ln x + x ln e
ln e = 1
=> ln y = x + 2 ln x
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