Integrals Test ...

If f(x) = A sin  and , then the respective values of constants A and B are

 _{^{is equal to}}

dx is equal to

^{_{dx is equal to}}

For a function g(x), g"(x) is continuous for all x R. If g(0) = g'(1) = 1 and xg"(x) dx = 0, then what is the value of g(1)?

If sin x cos x dx =  log (f (x)) + C, then f(x) =

. If dx = (k) – F(1), then one possible value of k is

If  = fog (x) + C, then

_{If is}

If dt, then  is equal to

Solve:  dx 

If  dx = tan^–1 x + g(x) + K, then g(x) is equal to

The value of the integral  is