I know there are 7 indeterminate forms as follows-
$$0^0$$
$$1^{\infty}$$
$${\infty}^0$$
$$\frac{0}{0}$$
$$\frac{\infty}{\infty}$$
$$0\cdot\infty$$
$${\infty}-{\infty}$$
I cant help but wonder if these are also indeterminate-
$$(-1)^{\infty}$$
$$1^{-\infty}$$
$$({-\infty})^0$$
If these are not indeterminate forms can someone give an explanation regarding this dilemma ?
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