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In the following exercises, find the value(s) of k that makes each function continuous over the given interval. f(θ)={ sinθ, 0 ≤θ<(π)/(2) cos(θ k), (π)/(2) ≤θ≤π. | Numerade

In the following exercises, find the value(s) of k that makes each function continuous over the given interval. f(θ)={ sinθ, 0 ≤θ<(π)/(2) cos(θ k), (π)/(2) ≤θ≤π. | Numerade

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In the following exercises, find the value(s) of k that makes each function continuous over the given interval. f(x)={ 3 x 2, x < k 2 x-3, k ≤ x ≤ 8. | Numerade

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Find a value of the constant k, if possible, that will make the function continuous everywhere. (a) f(x)={ 7 x-2, x ≤ 1 k x^2, x>1 . (b) f(x)={ k x^2, x ≤ 2 2 x+k, x>2 . | Numerade

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In the following exercises, find the value(s) of k that makes each function continuous over the given interval. f(x)={ 3 x 2, x < k 2 x-3, k ≤ x ≤ 8. | Numerade

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$Find a value of the constant k, if possible, that will make the function continuous everywhere. (a) f(x)={ 7 x-2, x ≤ 1 k x^2, x>1 . (b) f(x)={ k x^2, x ≤ 2 2 x+k, x>2 . | Numerade$

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