
Continuity: MATH 171 Problems 6 & 7
Proving a piecewise function and a polynomial are continuous
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Proving a piecewise function and a polynomial are continuous
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Using the limit definition to find a derivative and proving the power rule
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Writing piecewise functions in terms of the unit step function and finding the Laplace transform
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Review of limits, continuity, and the Intermediate Value Theorem
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Review of the limit definition of a derivative and calculating the derivative
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Review of the limit definition of a derivative and calculating the derivative
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Solving for constants so that a piecewise function is differentiable everywhere
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Explaining why a piecewise function is discontinuous at a point
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