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Class 12-science
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Continuity and Differentiability
Differentiation of Exponential Functions
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CBSE Class 12-science - Differentiation of Exponential Functions Videos

Understanding exponential and logarithmic functions

Understand the exponential and logarithmic functions. Co-relate these functions as inverse of each other and hence find their derivatives.

If e^x +e^y =e^x+y Then prove dy/dx + e^y-x =0
if y=x^2 e^ax,then find y n term.
Find the derivatives of the function w.r.t X Y = 5^logsinx +(Sinx)^x
Differentiate wrt x x^{log x}
$Differentiate space straight y equals straight e to the power of straight x space sin space straight x end exponent space with space respect space to space straight x.$
$Differentiate space straight f left parenthesis straight x right parenthesis space equals 2 to the power of cos left parenthesis straight x squared plus 5 right parenthesis end exponent$
$Find space the space derivative space of space straight y equals log subscript 2 open parentheses log subscript 2 straight x close parentheses$
$Differentiate space straight y equals straight a to the power of left parenthesis tan to the power of minus 1 end exponent straight x right parenthesis squared end exponent$
$Find space the space derivative space of space sin to the power of minus 1 end exponent open parentheses straight e to the power of minus straight x end exponent close parentheses space with space respect space to space straight x$
$Find space the space derivative space of space straight e to the power of straight e to the power of straight x end exponent.$

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