Question

( int x^{2} f^{prime}(x) d x=-12 ) and ( int_{1}^{3} x^{3} f^{prime prime}(x) d x=40 )
( left[x^{3} f^{prime}(x)right]_{1}^{3}-2 int x^{2} f^{prime}(x) d x= 240 )
( 27 f^{prime}(x)-F^{prime}(1)-2 u=40 )
( 27 f^{prime}(3)-f^{prime}(1)=64 )

# (c) (x) = U10 UN 7. IF (*F"(x) dx =-12 and 5, ** F"! (x) dx = 40, the correct expression(s) is/are (a) f*(3) + f°() – 32 = 0 (b) $*f(x) dx = 12 (c) 9f"(3) – f'(1) + 32 = 0 (d) (f(x) dx = - 12

Solution