Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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7. Let f,g: R → R, and c Є R.
1. Prove: if both lim f(x) and lim(f + g)(x) exist in R, then lim g(x) exists in R.
х-с
x c
x c
2. If lim f(x) and lim(fg)(x) exist in R, is that true lim g(x) exists in R? Show your
x c
argument.
x c
х-с
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Transcribed Image Text:7. Let f,g: R → R, and c Є R. 1. Prove: if both lim f(x) and lim(f + g)(x) exist in R, then lim g(x) exists in R. х-с x c x c 2. If lim f(x) and lim(fg)(x) exist in R, is that true lim g(x) exists in R? Show your x c argument. x c х-с
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