Derivative of e^2x, e^x^2, e^sinx with Chain Rule | Calculus 1 Exercises
Stewart Calculus 3.4 #40: y = e^(sin(2x)) + sin(e^(2x)) を微分します
Derivative of e^2x (Chain Rule) | Calculus 1 Exercises
Derivative of sin(x^2), sin^2(x), and sin(2x) with Chain Rule | Calculus 1 Exercises
Q156 | Differentiate e^(-sin2x) | Differentiate e to the power -sin2x | Derivative of e^-sin2x
Higher order derivative examples: Find nth derivative of y=e^x.sin^2(x)
Find the nth derivative of y= e^(2x) cosx sin^2(2x) #differentiation #maths
指数関数の導関数と対数微分計算 lnx、e^2x、x^x、x^sinx
Trigonometric Substitution - Sine Substitution - Trigonometric Substitution for Integrals
222/1000 | Find 'nth' Derivative of ((e)^2x)*((sin x)^3) ?
Q82 | Differentiate e^2x sin3x | Derivative of e^2x sin3x | Derivative e to the power 2x sin 3x
`e^(-2x)sin 4 x`
Derivative of e^sinx with Chain Rule | Calculus 1 Exercises
If `y=sin(x)+\"in\"(x^(2))+e^(2x)\"then\"(dy)/(dx)` will be :
指数関数の導関数
Sin^2(x)、Sin(2x)、Sin^2(2x)、Tan3x、Cos4x の導関数を求める方法
Find the derivative of the function y = e^x sin x
Derivative Practice #52: derivative of (ln(sin(e^x)))/(e^(sin(lnx)))
Example: `e^(2x) sin 3x dx`
Find the derivative of e^(2x)*sinx using the product rule and chain rule.