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If the domain of function f(a) = a2 - 4a + 8 is (-∞, ∞), then the range of function is ______ -

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Question

If the domain of function f(a) = a2 - 4a + 8 is (-∞, ∞), then the range of function is ______

Options

  • (2, ∞)

  • (4, ∞)

  • (4, ∞)

  • (-∞, -2)

MCQ
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Solution

If the domain of function f(a) = a2 - 4a + 8 is (-∞, ∞), then the range of function is (4, ∞).

Explanation:

a2 - 4a + 8 = (x - 2)2 + 4

Here, the minimum value is 4 and the maximum ∞. Hence, the range of a function is (4, ∞).

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