[Steps Shown] Is it always true that if the limit of a function as x approaches a number, c, exists, that f(c) exists? Explain and provide a function in
Question: Is it always true that if the limit of a function as x approaches a number, c, exists, that f(c) exists? Explain and provide a function in equation and graph form to justify your assertion. Be sure to choose a specific value for c.
Deliverable: Word Document 
(Steps Shown) If the limit of a function as x approaches infinity
![[Solution Library] If the limit of a](/images/solutions/MC-solution-library-41075.jpg "[Solution Library] If the limit of a function as x approaches")
[Solution Library] If the limit of a function as x approaches
(Solution Library) State the average yearly mileage for your vehicle
(See Steps) State the average price per gallon that you pay for
![[Solution Library] Write the function C(x) which](/images/solutions/MC-solution-library-41078.jpg "[Solution Library] Write the function C(x) which is the annual cost")
[Solution Library] Write the function C(x) which is the annual cost
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