Understand limits to infinity
When `x->∞`, `1/x` appoachs zero, but is never equal zero!
Understanding limits to infinity When x->∞, what is the exact number of x?
We don’t know, x is undefined.
∞ is not a number, is a idea of having a greater number than you give.
When x->∞, 1/x appoachs zero, but is never equal zero!
When n -> ∞, does sin(1/n) / (1/n) have meaning?
I used to thought 1/n = 0 while n->∞, but 0 cannot be divided, So I was confused.
