- #1

goofyfootsp

- 12

- 0

## Homework Statement

Is this the right direction to prove

Given that , prove that . Using the delta epsilon definition to prove that means that, for any arbitrary small there exists a where as:

If we choose any constant for (x) called C, as long as C does not equal zero, the equation follows:

whenever , since f(x) as x goes to a is equal to L.

Multiply the by the absolute vale of the constant C, , so you have

Now the product of absolute values is equal to the absolute value of the products so,