Please help teach and solve problem Thank you:)

Calculator Use can help on complicated functions: tep 1 : Given are the two curves y = f(x) and y = g(x). equating both the curves to get the value of interval [a,b] where the given curves intersects. Step 2 z The area between the two curves bounded by the x axis is given by the formula A =1 [f(x) g(x)]dx over[a,b]; where f(x) is upper curve and g(x) is the lower curve. Blue area is the area below: f(x). y1 = f(x)>> then 2nd calc integrate >> then x = a, then x = b. Red area is area below g(x). Same thing as above Area(enclosed) = area(f(x)) area(g(x)) Note: You will need to solve equations for Y 5. n'ind the area (decimal): formed by the curves: X2 + y2 = 1 and X 1/2+ y V2= 1 in quadrant