## Calculus: one and several variables, with analytic geometry, Part 2 |

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### Contents

Introduction | 1 |

Limits and Continuity | 39 |

Differentiation | 87 |

Copyright | |

20 other sections not shown

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### Common terms and phrases

angle antiderivative axis bounded called chain rule concave constant continuous converges coordinates cos2 cosh critical pts curve cylinder decreasing derivative difference quotient differentiable distance diverges domain double integral dxdy ellipse endpoint Evaluate Example exists extreme values feet Figure Find the area Find the volume formula function given gives gradient graph Green's theorem hyperbola improper integral increasing inequality inflection intersect interval Leibniz notation length Lf(P lim f(x limit logarithm maximum mean-value theorem minimum value nonnegative parabola parametrization partition plane points of inflection polar coordinates positive integer Problem Proof quotient radians radius radius of convergence rate of change real numbers rectangle region Riemann sum sec2 Section sequence Show sin2 sinh solid Solution tangent line Theorem triangle Uf(P variables vector velocity vertical zero