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Find the domain of

x ¹ -2
x + 1

A. x ≠ -1
B. x ≠ 1
C. x ≠ -2
D. x ≠ -1, 1
E. x ≠ 2
F. x ≠ 0

1 Answer

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The domain of a fraction is all real numbers except those for which the denominator (bottom part of the fraction) is equal to zero. In this case, the denominator is "x + 1", so the domain is all real numbers except for x = -1. Therefore, the answer is (B) x ≠ 1.
User Flyn Sequeira
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