limx→1f(x)=5, and limx→1g(x)=2 find the value of limx→1([g(x)]f(x)) ___
If limx→af(x) and limx→ag(x) exists finitely, then limx→a(g(x))f(x)=[limx→ag(x)]limx→af(x) ⇒limx→1([g(x)]f(x))=(limx→1g(x))limx→1f(x) = 25 = 32
limx→1f(x)=5, limx→2g(x)=6 and limx→1g(x)=2 find the value of limx→1 ([g(x)]f(x)) ___