Recent content by Glamis321
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Is negative infinity divided by infinity still indeterminate?
I'll give it a shot but I don't know how to use the latex codes. The original problem was Lim (2x – square root of [4x2+x]), x->∞ Just by plugging in the ∞, I came up with ∞-∞, which I know is indeterminate. So I multiplied in the conjugate of that function and came up with this. -x...- Glamis321
- Post #4
- Forum: Calculus and Beyond Homework Help
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Is negative infinity divided by infinity still indeterminate?
Just as the title states, I'm working on a problem and have come to negative infinity divided by infinity. Is this an indeterminate form? I know that if they are both positive it is indeterminate, but I can't remember if one being negative makes a difference.- Glamis321
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- Infinity Negative
- Replies: 4
- Forum: Calculus and Beyond Homework Help