Question: Differentiate implicitly then find the slope (ONLY TYPE IN THE SLOPE) of the curve at the given point. xy+ y- - 2x=0; (1, -2) (TYPE








Differentiate implicitly then find the slope (ONLY TYPE IN THE SLOPE) of the curve at the given point. xy+ y- - 2x=0; (1, -2) (TYPE YOUR ANSWER IN AS A WHOLE NUMBER OR FRACTION OR DECIMAL ROUNDED TO 1 DECIMAL AS NEEDED! ONLY TYPE IN THE WHOLE NUMBER, FRACTION, OR DECIMAL! DO NOT PLACE ANY UN- NECESSARY SPACES IN YOUR ANSWER!)dy Differentiate implicitly then find dx ". (ONLY TYPE IN THE SOLUTION PART OF YOUR ANSWER) 2xy + 3 =0 (TYPE YOUR ANSWER IN AS A FRACTION! ONLY TYPE IN THE FRACTION! DO NOT PLACE ANY UN-NECESSARY SPACES IN YOUR ANSWER!) For example: (2x)/(7y)dy Differentiate implicitly then find dx . (ONLY TYPE IN THE SOLUTION PART OF YOUR ANSWER) x2 - y =16 (TYPE YOUR ANSWER IN AS A FRACTION! ONLY TYPE IN THE FRACTION! DO NOT PLACE ANY UN-NECESSARY SPACES IN YOUR ANSWER!) For example: (2x)/(7y)dy Differentiate implicitly then find dy . (ONLY TYPE IN THE SOLUTION PART OF YOUR ANSWER) x2 + 2 xy = 3y (TYPE YOUR ANSWER IN AS A FRACTION! ONLY TYPE IN THE FRACTION! DO NOT PLACE ANY UN-NECESSARY SPACES IN YOUR ANSWER!) For example: (3x)/(2y^2)
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