Question

Question #fa383

Answer 1

It is then an indeterminate limit, even though it is not equal to infinity.

As we know that `Sin x` can never have values that `|Sin x|>1`. Therefore, whatever way `x` varies, the sine function is always between `-1` to `1`.

However, since infinity is not a definite number for which we may define the sine function, it simply implies that the result even though finite is indeterminate.