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    Derivatives and Tangent Lines (8 Problems)

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    Find the Derivative y'(x) implicitly.

    1) 3xy³-4x = 10yy²

    2) sinxy= x² - 3

    3) 3x+y³-4y = 10x²

    4) xe^(power y) -3ysinx = 1

    5) cos y - y² = 8

    6) e^x² - 3y = x² + 1

    Find the Equation of the Tangent Line at the Given Point.

    7) x³ - 4y² = 4 at ( 2,1)

    8) x³y² = -3xy at (-1, -3)

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    Derivatives and Tangent Lines Question
    ________________________________________
    Find the Derivative y'(x) implicitly.

    1) 3xy³-4x = 10yy²
    Take derivative on both sides, we have

    2) sinxy= x² - 3
    Take derivative on both sides, we have

    3) ...

    Solution Summary

    Derivatives and Tangent Lines are investigated.

    $2.49

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