f(x) = 1 on [1,00)
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A: Note: As per our guidelines, we can solve first question. Please repost the remaining questions.
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Q: determine its LCC
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Q: ven par Compute the derivative dy/dx as a function of t. Answer: A x = 3tt³, y=9-4t
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Prove f(x) is uniformly continuous on the indicated set by directly verifying the ϵ–δ property
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