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Area Between Two Curves: Calculus Example with y = 4 - x² and y = x² - 2x #3301551 (License: Personal Use)
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About this clipart
This hand-drawn coordinate graph displays two quadratic functions: an upside-down parabola y = 4 - x² and an upward-opening parabola y = x² - 2x. Their intersection points and the vertical lines at x = -1, x = 0 bound a shaded region, indicating the area to be computed via integration. The axes are labeled +x and +y, with key x-values (-1, 0, 1, 2) marked.
Used in calculus education materials-textbooks, lecture slides, or online tutorials-to demonstrate finding areas between curves using definite integrals. Matches user intent for visual problem-solving in integral calculus.
Related Cliparts: Visual calculus example illustrating the area bounded by parabolas y = 4 - x² and y = x² - 2x, shaded between x = -1 and x = 0. Ideal for students.
(view all Area Between Two Curves: Calculus Example with y = 4 - x² and y = x² - 2x)
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