?2 J (x) and limx?1 f(x) if they exist. 20.13 Prove that if limx?a f(x) = 3 and limx?a g(x) = 2, then (a) limx?a[3f(x) + g(x)²] = 13, (b) limx?a g(x) = 2/1/2? (c) limx?a ??3f(x) +8g(x) = 5. 20.14 Pu

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?2 J (x) and limx?1 f(x) if they exist. 20.13 Prove that if limx?a f(x) = 3 and limx?a g(x) = 2, then (a) limx?a[3f(x) + g(x)] = 13, (b) limx?a g(x) = 2/1/2? (c) limx?a ??3f(x) +8g(x) = 5. 20.14 Pu

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