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Popular Calculus >

derivative of f(x)=θsin(θ)

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Solution

derivative of f(x)=θsin(θ)

Solution

dxdθ​=0
Solution steps
f(x)=θsin(θ)
Treat θ as θ(x)
Differentiate both sides:0=dxdθ​sin(θ)+cos(θ)dxdθ​θ
Isolate dxdθ​:dxdθ​=0
dxdθ​=0

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derivative of-1/((x+2^2))integral of sec(ax)derivative of (4x^2-14^{-10})integral of 1/(sqrt((x^2-6x+25)^3))integral from 1 to 2 of (-8ln(x))/(x^2)

Frequently Asked Questions (FAQ)

  • What is derivative of f(x)=θsin(θ) ?

    The answer to derivative of f(x)=θsin(θ) is (dθ)/(dx)=0
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