4146 If f is increasing on an interval [0, b), then it followsfrom Definition 4.1.1 that
Chapter 4, Problem 43(choose chapter or problem)
If \(f\) is increasing on an interval \([0, b)\), then it follows from Definition 4.1.1 that \(f(0)<f(x)\) for each \(x\) in the interval \((0, b)\). Use this result in these exercises.
Use a graphing utility to make a conjecture about the relative sizes of \(x\) and \(\sin x \text { for } x \geq 0\), and prove your conjecture.
Equation Transcription:
for
Text Transcription:
f
[0, b)
f(0) < f(x)
x
(0, b)
x
sin x for x geq 0
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