With A(x)=... and B(x)= ..... which if any of the following expressions best describes B'=-1 the derivative of B(x) evaluated at -1

Question 3 3 pts With A(z) = [. 'f(t) dt and B(x) = A(e) which, if any, of the following expressions best describes B'(-1) , the derivative of B(x) evaluated at -1 . - F ( 2 ) Because the lower limit -1 is greater than the upper limit -2 the derivative in question is not even defined O -. A() Of() O -. A() O 2 . A ( ) 0 2. f () The derivative is defined but it is not equal to any of the expressions listed here