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Let a, b, k all be positive (non-zero), real constants. Which of the following statements must always be true about the function f(x) = acsc(bx)

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Let a, b, k all be positive (non-zero), real constants. Which of the following statements must always be true about the function f(x) = acsc(bx) + k? a. The range of f is (-oo, -a] U [a, co) b. f() is undefined c. f(0) = 0 d. The domain of f is all reals except odd multiples of NIE

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