Kelly Nichols
11/08/2023 · Junior High School
(a) Sketch the area bounded between the two curves \( 2 x+y^{2}=8 \) and \( x=y \). For credit, you must include calculations for intersection points, zeros of parabola, etc. - exactly the way I showed how to do it in lecture.
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To sketch the area bounded by the curves \( 2x + y^2 = 8 \) and \( x = y \), find intersection points by setting the equations equal, solve for \( y \) using the quadratic formula, and identify the zeros of the parabola. Sketch the curves and integrate the difference between the functions over the intersection interval to find the area.
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