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Urgent help needed pls help
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idk what to do
\[\lim_{x->0-} f(x)\] means the value of f(x) as x approaches 0 from the left side and \[\lim_{x->0-} f(x)\] , means from the right side. since it is a discontinuous function at x = 0, when x = -0.000000001 f(x) has a different value than when x = 0.0000000001. do you know what f(x) is when it approaches 0 from the right side?
@Euler271 so for this one the answer i zero right ???/ and i am not sure about f(x) from the right side
well what is f(x) = y for x = 0.000001?
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0
it's 1. do you see why?
not really
what is f(x) when x = 2?
1
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ohhhh i get it now thanks :D
:)
glad i could help
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