(1) (10 pts) Consider the accumulation function F(x) = / g(t) dt on the interval [-4, 6]. The graph of the integrand g(t) is given below on the interval [-4, 6]. y-axis y = g(t) Area = 25 (a) Which of the following describes F(5)? Area = 18 OF(5) 0. 1.5 O Not enough evidence to justify any of the descriptions. Area = 6 (b) Evaluate F(6). F(6) = (c) Determine the interval(s) of the domain on which F is increasing on [-4, 6]. F decreasing : (d) State the r-value at which F achieves its absolute minimum on [-4, 6]. D = (e) State the r-value at which dF dx achieves its absolute minimum on [-4, 6]. T =