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Let f(x)=g(x)(e^1/x+e-1/x)/(e^1/x-e-1/x) x#0 and g(x) is continuous everywhere in R. Then limit f(x)
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2 weeks ago
Let f(x)=g(x)(e^1/x+e-1/x)/(e^1/x-e-1/x) x#0 and g(x) is continuous everywhere in R. Then limit f(x)
![Explorations Let f(x)={[ x^2, x ≤1; 2 x, x1 ]…](http://i.ytimg.com/vi/Bkx8XoXFeds/mqdefault.jpg "Explorations Let f(x)={[ x^2, x ≤1; 2 x, x1 ]…")
![Let x∈R and letP=[(1 1 1 0 2 2 0 0 3)],Q=[(2\&x\&x@0\&4\&0@x\&x\&6)]\\](http://i.ytimg.com/vi/Z399jgfOWag/mqdefault.jpg "Let x∈R and letP=[(1 1 1 0 2 2 0 0 3)],Q=[(2\&x\&x@0\&4\&0@x\&x\&6)]\\")
