Question

1. If the left side limit of a function is not equal to the right-side limit, then the limit exists.
A. True B. False C. Not Sure D. No answer

2. If the left side limit of a function is equal to the right-side limit, then the limit does not exist.
A. True B. False C. Not Sure D. No answer

3. One sided limit from the left side is illustrated as lim ().
→+
A. True B. False C. Not Sure D. No answer

4. One sided limit from the right side is illustrated as lim ().
→−
A. True B. False C. Not Sure D. No answer

5. There is no difference between the limit of a function and evaluating a function.
A. True B. False C. Not Sure D. No answer​

Answer 1

Answer:

1.B

2.B

3.B

4.B

5.B

Step-by-step explanation:

1.If limit value from left side is not equal to the limit value from the right, then the limit DOES NOT EXIST

2. If the limit value from left side is equal to the limit value from the right, then the limit EXIST.

3. One sided limit from left side is illustrated as  lim ().

→−

4.One sided limit from the right side is illustrated as lim ().

→+

5.The limit of the function is not the same as evaluating a function because they are different in terms of concept.