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(Solved): Determine Whether The Function H(t) = Is Even, Odd, Or Neither. Choose The Correct Answer Below. O A...

Determine whether the function h(t) = is even, odd, or neither. Choose the correct answer below. O A. Even O B. Neither even nor odd OC. Odd Determine algebraically whether the given function is even, odd, or neither. 8x3 h(x) = - - 8xÂ²+2 O O O Neither Even Odd We know the following limit expression to be true: lim (-x? + 6x - 8) = - 24 X -2 Choose the most direct reason for the equality to hold true: O A. The function f(x) = - xÂ² + 6x â€“ 8 is defined on the whole domain OB. The function f(x) = â€“ xÂ² + 6x â€“ 8 is defined at x = -2. OC. The function f(x) = -x? + 6x - 8 is continuous at x = -2. OD. The function f(x) = - x? + 6x - 8 is continuous on the whole domain.

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