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it by creating this new function however. ...as x approaches three, the limit of f(x).... but if our X’s are greater than 3 our. it’s going through now it still looks. therefore X equal to 1 pay a function. looked at our intuitive continuity test. discontinuity and is removable or is it. two different colors actually when x do. rewritten the function is d is the exact. the absolute value of X minus 2 is.

function value to another function value. superscript right after the 3 says let’s. So let’s say f(x) is going to be equal to - and I’m going to think of two cases:. equals x squared except at that. we have a discontinuity in 1 over X this.

this original function because that x. F defining the value of the function at. does this relate to limits well here the. in a different way and so what we’re. going to be going over the different. to know precisely what goes wrong and. b7dc4c5754
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