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4) Find the value(s) of k that make each function continuous over the given interval.

( )={4 −2, ≤−1 −2 , >−1

5) Find limits of the following using limit of composite functions. Check that conditions apply for using the limit of composite function.

a) lim →2sin 12 b) lim → /2 cos ( − /6)

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4) Find the value(s) of k that make each function continuous over the given interval.
f(x)={4x_2’ x5 —1
k — 2x, 2: > —1 5) Find limits of the following using limit of composite functions. Check that conditions apply for using the limit of composite function. . . m: .
a) 11:13; SIDE b) £2.32 cos (x — art/6)

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Subject: Calculus, Math

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