Proof of e^logx=x
integrate e^x log x (Solution)
A nice Exponential Equation | e^(logx)=10^(lnx)
What is e and ln(x)? (Euler's Number and The Natural Logarithm)
Why does e^(ln x) = x
Find the derivative of the function y = e^x log x
The value of `int e^(x log a)*e^(x)dx` is equal to -
What's so special about Euler's number e? | Chapter 5, Essence of calculus
JEE Main Mathematics PYQs | Functions | JEE Main Mathematics Previous Years Questions 2022 - 2024
e^logx/what is the value of e power log x base e?
The value of `int e^(-logx)dx` is -
Derivative of e power logx
Logarithms - What is e? | Euler's Number Explained | Infinity Learn NEET
PreCalculus - Logarithmic & Exponential Functions (5 of 20) x=? for log(x+3)=5 and ln(x-2)=3
integration of e^x (log x + 1/x) (Solution)
Q91 | ∫ⅇ^x (logx+1/x^2 )ⅆx
Integrating Exponential Functions By Substitution - Antiderivatives - Calculus
Solve Logarithmic Equation lnx - logx = 1 Change of Base
`int' (e^(x))/(x) (x log x+1) dx` can be obtained by the substitution-
If y^x= e^(y-x) show that dy/dx= (log ey)2 /log y wbchse hs math differentiation 10
