##12-7-20## THE FUNDAMENTAL THEOREM OF
calculur
f(that then
dx
if Aqce) then d
= f(x)
g
X
1) f(x) =
1+
dt - arctant
= archanx - archan7= f(x)
It t²
7
17
-2
f'(x) =
2) f(x) = 1 heredt = arctant
mi - arctan x-archan -2 = f(x)
f (K) = 1t x2
Si te dt = aretan | = arctan-- archanx = f(x)
1782
de
= arctan (cos(xl) - arctan 7=FX
3) f(x) =
X
F'(x
Cost
4) f(x) =
arctant
THE2
17 7
f'(x) = 1(605x)?
sinx
sinx
1+665x)"
general equation
f (x) =
ata arctan x-arctana
f'(x) =
b+th
that
Siapa
5) f(x);
dt = no antiderivative f'(x) =