Consider $\lim _ { x \rightarrow x } \cos ( x - \pi ) = 1$ In order for $| \cos ( x - \pi ) - 1 |

Question

Consider

\lim _ { x \rightarrow x } \cos ( x - \pi ) = 1

In order for

| \cos ( x - \pi ) - 1 | < 0.01

whenever

0 < | x - \pi | < \delta

, which of the following is the largest ? of those listed for which this is true?

A)0.001
B)0.005
C)0.05
D)0.01
E)0.10

Quizplus · Accepted Answer

The Answer of Consider $\lim _ { x \rightarrow x } \cos ( x - \pi ) = 1$ In order for $| \cos ( x - \pi ) - 1 | < 0.01$ whenever $0 < | x - \pi | < \delta$ , which of the following is the largest ? of those listed for which this is true?

A)0.001
B)0.005
C)0.05
D)0.01
E)0.10

Consider lim⁡x→xcos⁡(x−π)=1\lim _ { x \rightarrow x } \cos ( x - \pi ) = 1limx→x​cos(x−π)=1

Consider $\lim _ { x \rightarrow x } \cos ( x - \pi ) = 1$