Given curve 3(x + y) = 25(x - y) determine the slope of the tangent line...
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Given curve 3(x² + y²)² = 25(x² - y²) determine the slope of the tangent line at point P(2,1) using the Implicit Function Theorem, then find the equation of the normal line and the tangent line to curve 3(x² + y²)² = 25(x² - y²) at point P(2,1). Draw the graphs corresponding to the curve and the lines. Given curve 3(x² + y²)² = 25(x² - y²) determine the slope of the tangent line at point P(2,1) using the Implicit Function Theorem, then find the equation of the normal line and the tangent line to curve 3(x² + y²)² = 25(x² - y²) at point P(2,1). Draw the graphs corresponding to the curve and the lines.
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Related Book For
Calculus Early Transcendentals
ISBN: 978-0321947345
2nd edition
Authors: William L. Briggs, Lyle Cochran, Bernard Gillett
Posted Date:
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