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See Examples at the End of This Form

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hey guys it's mark from ace tutors and in this video i'm going to explain continuity and differentiability alongside some examples so first off let's talk about continuity at a point in order to figure out whether a function f of x is continuous at a single point x equals a we need to satisfy three requirements first we need f of a to be defined in other words if we plug in a as our x value we get out some y value second we need the limit as x approaches a of f of x to exist this means that the limit as you approach from the left is equal to the limit as you approach from the right and third we need this limit to equal the value we got when we plugged in a to the function f of a so for this graph the function is continuous at x equals a because when we plug in a we get some value the limit as x approaches a from the left is the same value as when x approaches a from the right and finally this value of the limit is the same value as the one we got when we plugged

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