Super long quiz in Basic Calculus

There is no difference between the limit of a function and evaluating a function.

• True

• B. False

• C. Not Sure

• D. No answer

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

One sided limit from the left side is illustrated as limx→c+f(x)

• A. True

• B. False

• C. Not Sure

• D. No answer

One sided limit from the right side is illustrated as limx→c-f(x)

• A. True

• B. False

• C. Not Sure

• D. No answer

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

f(x) = 2x -3, continuous or not?

• A. Continuous

• B. Not continuous

• C. Undefined

• D. Zero

What is the definition of a one-sided limit from the left side?

• A. limx→c+f(x)

• B. limx→c-f(x)

• C. limx→c+f(x) - limx→c-f(x)

• D. None of the above

Is a function continuous if the left side limit is not equal to the right side limit?

• A. Yes

• B. No

• C. Sometimes

• D. Can't say

Which of the following statements is true regarding the limit of a function and evaluating a function?

• A. They are always equal

• B. They are never equal

• C. They can be equal under certain conditions

• D. None of the above

What is the definition of a two-sided limit?

• A. limx→c+f(x) + limx→c-f(x)

• B. limx→c+f(x) - limx→c-f(x)

• C. limx→c+f(x) * limx→c-f(x)

• D. None of the above