1. Let f and g be defined as f (x) = x – 5 and g(x) = x²–1. Perform the indicated operations.
(a) (f + g) (x) =
(b) (f – g) (x) =
(c) (f • g) (x) =
(d) (f/g) (x) =
(e) g/f (x) =
(a) (f + g) (x) =
(b) (f – g) (x) =
(c) (f • g) (x) =
(d) (f/g) (x) =
(e) g/f (x) =
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A. (x–5+x²–1) (x) = x³+x²-6x
B. (x—5–x²–1) (x) = –x³+x²-6x
C. (x–5 • x²–1) (x) = —5x³+ x²–x
D. (x–5 / x² –1) (x) = x³–x²–5 / x
E. x²–1/x–5 (x) = x³–5x –1
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