Question

I need some help on these two proofs... I know for the first question I am meant to prove it using the definition of a left/right limit. The second proof I am not too certain. Any help is much appreciated. Thank you!

1. Let f be a function defined on an interval I. Let a be an interior point of I Show that f is continuous at a if and only i5, 1/X is continuous for all x 〉 0. Does it have a right limit at 0?

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