at 1 and a/b.) 6. Use the Mean Value Theorem to prove that Isin x- sin yl 1. [Hint: Use the fact that D In x 1/x for x > 0.] %3D 8. Letf : [a, b] → Rbe continuous on [a, b] and differentiable in (a,...

q6 and 7at 1 and a/b.)<br>6. Use the Mean Value Theorem to prove that Isin x- sin yl < x- y| for all x, y in R.<br>7. Use the Mean Value Theorem to prove that (x 1)/x < In x <x-1 for x > 1. [Hint: Use the<br>fact that D In x 1/x for x > 0.]<br>%3D<br>8. Letf : [a, b] → Rbe continuous on [a, b] and differentiable in (a, b). Show that if lim f'(r)<br>

Extracted text: at 1 and a/b.) 6. Use the Mean Value Theorem to prove that Isin x- sin yl < x-="" y|="" for="" all="" x,="" y="" in="" r.="" 7.="" use="" the="" mean="" value="" theorem="" to="" prove="" that="" (x="" 1)/x="">< in="" x=""> 1. [Hint: Use the fact that D In x 1/x for x > 0.] %3D 8. Letf : [a, b] → Rbe continuous on [a, b] and differentiable in (a, b). Show that if lim f'(r)

Jun 04, 2022
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