When evaluating a limit, what does it mean if the function approaches different values from the left and the right sides of the point?Group of answer choicesThe limit is equal to the average of the two valuesThe limit does not existThe limit approaches infinityThe limit is equal to the larger of the two values

uppose a function is not defined at 0, for example f (x) = 1x , what does this tell us about limx→0 f (x)?

Suppose a function is not defined at 0, for example f (x) = 1x , what does this tell us about limx→0 f (x)

Use the graph of f to estimate each limit, or write und (meaning undefined) if no limit exists. Use inf for ∞.limx→1−f(x)= limx→1+f(x)= limx→1f(x)=

The Limit of a Function

The definition of the derivative of a function is also called the limit definition of the derivatives of a function. Group of answer choicesTrueFalse