Oblicz pochodną F(x)= sin^2*3x
y=sin2x y=sin2(3x+5) y= √cosx y=√cos(2x−3) y= √lnx y=√ln(x2+x) y=esinx y=ln(x+3/x+5) y=arctg3/x y=ex2+3x
F(x)= sin^2*3x
f"(x)=2 sinxcosx*3x+sin2x*3
f"(x)= sin2x*3x+sin2x*3=3*sin2x(x+1)
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y=sin2x y=sin2(3x+5) y= √cosx y=√cos(2x−3) y= √lnx y=√ln(x2+x) y=esinx y=ln(x+3/x+5) y=arctg3/x y=ex2+3x
F(x)= sin^2*3x
f"(x)=2 sinxcosx*3x+sin2x*3
f"(x)= sin2x*3x+sin2x*3=3*sin2x(x+1)