ot) Evaluate the integral 9 L₁ (1x) — 4) da (|x|- dx - -7 using the net area of a region. Give the areas A+ and A of the two regions of interest. We get (a) A+ =

12. Evaluate " |4x – 4|dx a) Graph the function b) Find the area

Determine the area of the shaded region in the following figure. y = 10x Ay=x² - 11 What is the area of the region in terms of x? - 1 O A. | (2 - 11) dx+ | (10x) dx - V11 - 1 O B. (-11- 10x) dx - 11 Oc. (10x-x +11) dx - 11 - 1 O D. (-x²+11) dx+ | (- 10x) dx - 11 - 1 Oは レま。 ur onowor and then click Check Answer.