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y-f-x-dy-dx-




Question Number 204689 by Davidtim last updated on 25/Feb/24
y=∣f(x)∣  ;    (dy/dx)=?
y=∣f(x);dydx=?
Answered by A5T last updated on 25/Feb/24
y=(√((f(x))^2 ))=[(f(x))^2 ]^(1/2)   ⇒(dy/dx)=(1/(2(√((f(x))^2 ))))×2f(x)×f′(x)=((f(x)f^′ (x))/(∣f(x)∣))  =sgn(f(x))f′(x)
y=(f(x))2=[(f(x))2]12dydx=12(f(x))2×2f(x)×f(x)=f(x)f(x)f(x)=sgn(f(x))f(x)

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