Calculus - Implicit Differentiation with Second Derivatives

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This lesson is on using Implicit Differentiation on on Higher Order Derivatives. THe following examples are finding the 1st and 2nd derivatives of a function with respect to function x.

0:18 1. x^2 + y^2 = 25
7:25 2. √x + √y = 3; at point (1,4)
14:19 3. 2x^3 – 3y^2 = 8

AP calculus AB and BC
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sir, where is the negative sign in the second derivative for number1? you wrote (-) on the previous paper but you do not include it in the final answer

christianbayangos
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Can you solve this for me please i need answer on nextweek, y^2= b^2÷2x+b at point (0, b) and y^2=x^2÷ 2a-x at point (a, a) using quotient rule, implicit derivative. Please....

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