1. Suppose that y is defined implicitly as a function of r by the following equation: 3y² + 2xy + x² = 6 Find an expressions for dy/dr and dy/d²r when e=y=1. Compute the tangent line to the function at (1,1). bydy +2y + 2xdy + 2x = 0 die dy (by +2x) = -24-2x du dy dx = -2y-22 бутах -4 -I when x=y=1 =-(-1/2 2 6/dy)² + byd³y +zdy + 2dy + 2x. 2xdy (dx) dx² dx dx. + 2 = 0 dze² √zy (by +2x) = -2dy - 2 - 6616) -2 day टयू -2dy d2² dx 12
1. Suppose that y is defined implicitly as a function of r by the following equation: 3y² + 2xy + x² = 6 Find an expressions for dy/dr and dy/d²r when e=y=1. Compute the tangent line to the function at (1,1). bydy +2y + 2xdy + 2x = 0 die dy (by +2x) = -24-2x du dy dx = -2y-22 бутах -4 -I when x=y=1 =-(-1/2 2 6/dy)² + byd³y +zdy + 2dy + 2x. 2xdy (dx) dx² dx dx. + 2 = 0 dze² √zy (by +2x) = -2dy - 2 - 6616) -2 day टयू -2dy d2² dx 12
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Functions
Section9.1: Relations And Functions
Problem 67PS: The height of a projectile fired vertically into the air neglecting air resistance at an initial...
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