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given that : f(3)=1 f '(3)=-5 g(3)=-8 g '(3)=9 calculate (f*g)'(3) and (f/g)'(3)
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\[(fg)'=f'g+g'f \] so fill in the numbers
\[(fg)'(3)=-5\times -8+1\times 9\]
i get -31
49 for the first one, which is correct.
right because i can't do artithmetic. 49 is right
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\[(\frac{f}{g})'=\frac{gf'-fg'}{g^2}\]
got both, thanks :]
so we get \[\frac{-8\times-5-9\times 1}{(-8)^2}\]
i will leave arithmetic to you yw
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