Why would (1+0)^∞ = ∞?Why?
I found that the actual limit is e^2 using LHospitals rule, but why isn't it just infinity???
From what I see, lim x → infinity (1+2/x)^x = (1+(2/∞))^∞ = (1+0)^∞ = ∞
OOOOOoooooooo...Why would (1+0)^∞ = ∞?
What's 1^10? 1^100? 1^100000000?