1.Find ff if
f′′(x)=2+cos(x),f(0)=−7,f(π/2)=7.f″(x)=2+cos(x),f(0)=−7,f(π/2)=7.
f(x)=
2.Find f if
f′(x)=2cos(x)+sec2(x),−π/2<x<π/2,f′(x)=2cos(x)+sec2(x),−π/2<x<π/2,
and f(π/3)=2.f(π/3)=2.
f(x)=
3.
Find ff if...
1.Find ff if
f′′(x)=2+cos(x),f(0)=−7,f(π/2)=7.f″(x)=2+cos(x),f(0)=−7,f(π/2)=7.
f(x)=
2.Find f if
f′(x)=2cos(x)+sec2(x),−π/2<x<π/2,f′(x)=2cos(x)+sec2(x),−π/2<x<π/2,
and f(π/3)=2.f(π/3)=2.
f(x)=
3.
Find ff if f′′(t)=2et+3sin(t),f(0)=−8,f(π)=−9.
f(t)=
4.
Find the most general antiderivative of
f(x)=6ex+9sec2(x),f(x)=6ex+9sec2(x), where −π2<x<π2.
f(x)=
5.
Find the antiderivative FF of f(x)=4−3(1+x2)−1f(x)=4−3(1+x2)−1
that satisfies F(1)=8.
f(x)=
6.
Find ff if f′(x)=4/sqrt(1−x2) and f(1/2)=−9.
6. Letf(x)=2x–7, g(x)=x2-5, andj(x)= 1 2?−1
Find (f ° ?)(x), simplify your answer completely
Find (j°g)(-3)
6. Letf(x)=2x–7, g(x)=x2-5, andj(x)= 1 2?−1
Find (f ° ?)(x), simplify your answer completely
Find (j°g)(-3)
1. Let f(x)=x2−9 and g(x)=15−x.
Perform the composition or operation indicated.
(fg)(−8)=
2. Let f(x)=x2−8 and...
1. Let f(x)=x2−9 and g(x)=15−x.
Perform the composition or operation indicated.
(fg)(−8)=
2. Let f(x)=x2−8 and g(x)=16−x.
Perform the composition or operation indicated.
(f/g)(7)=
3. Let f(x)=5x+4 and g(x)e=4x−7. Find (f+g)(x),(f−g)(x),
(fg)(x), and (f/g)(x)
Give the domain of each.