Question: Consider the function h(x). If h(x) has removable discontinuity, how the second piece is to be redefined so that h(x) becomes continuous? 2- 2r

Consider the function h(x). If h(x) has removable discontinuity, how the second

Consider the function h(x). If h(x) has removable discontinuity, how the second piece is to be redefined so that h(x) becomes continuous? 2- 2r - 15 x + -3 h(x) = x + 3 -6, x = -3 O The discontinuity cannot be removed. h(x) = - 8 for x = - 3 h(x) = -2 for x = - 3 O h(x) is a continuous function for all real values of 'x'

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