Answer Happy

Express, using de finite integral, the area enclosed by y=x2−2,y=−x2,x (a.) ∫−30.5​x2−2−x2dx (b.) ∫−3−1​x2−2+x2dx+∫−10.5​−x2−x2+2dx (c.) ∫−3−1​x2−2+x2dx+∫−10.5​−x2−x2+2dx+∫0.51​x2−2+x2dx (d.) ∫−3−1​x2−2+x2dx+∫−11​−x2−x2+2dx
he area enclosed by y=x2−2,y=−x2,x=−3,x=0.5 −x2+2dx−x2+2dx+∫0.51​x2−2+x2dx−x2+2dx​