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Product: \infty \cdot \infty is not indeterminate; the limit is \infty .
In the first limit if we plugged in x=4 we would get 0/0 and in the second limit if we plugged in infinity we would get / (recall that as x goes to infinity a polynomial will behave in the same fashion that its largest power behaves). Both of these are called indeterminate forms.
Since there are infinitely many odd numbers, there is enough space for the infinitely many new guests. Infinity plus infinity is still infinity.
Answer: No, there are no indeterminate limits of the form . If a limit is of the form , then that limit is itself infinite. No. The only common indeterminate forms are 00, , 0, 1, , 00, and 0.
What is the symbol of infinity? The symbol of infinity is .
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Infinity over Infinity After applying limits, you will get which cant be solved. There is no proper solution of this fraction and that is why we can conclude it as an indeterminate form.

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