?Verify, by a geometric argument, that the largest possible choice of \(\delta\) for
Chapter 2, Problem 34(choose chapter or problem)
Verify, by a geometric argument, that the largest possible choice of \(\delta\) for showing that \(l i m_{x \rightarrow 3} \quad x^{2}=9\) is \(\delta=\sqrt{9+\epsilon}-3\).
Equation Transcription:
x2 = 9
=
- 3
Text Transcription:
delta
lim x right arrow 3 x^2 = 9
delta = sqrt 9 + epsilon - 3
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