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(Solved): Given that \lim_(x->1)f(x)=1,\lim_(x->1)g(x)=-2,\lim_(x->1)h(x)=0, find each limit, if it e ...
Given that
\lim_(x->1)f(x)=1,\lim_(x->1)g(x)=-2,\lim_(x->1)h(x)=0,find each limit, if it exists. (If an answer does not exist, enter DNE.) (a)
\lim_(x->1)[f(x)+2g(x)](b)
\lim_(x->1)[g(x)]^(3)(c)
\lim_(x->1)\sqrt(f(x))(d)
\lim_(x->1)(4f(x))/(g(x))(e)
\lim_(x->1)(g(x))/(h(x))(f)
\lim_(x->1)(g(x)h(x))/(f(x))