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# what is negative infinity squared

I suspect this is the result of a limiting operation, in which case it may be able to be evaluated. 42. You can sign in to vote the answer. Multiplying a negative number by a very large positive number will equal a large negative number. 2 0. chasse. How do you think about the answers? (: 1 decade ago. Yes, $(i \infty)^2 = -\infty$ and $(-i\infty)^2=-\infty$, so the square roots of $-\infty$ are $\pm i\infty$. If you square a negative number, it becomes positive. negative infinity cannot be squared, it is not a number. 2 Answers. Favourite answer. but if you do things in limits, the result is positive infinity. 0 0. Answer Save. 0 1. jahan. Sign in. 1 0. But you would have to tell us what the limit you are trying to solve is before I could say. Lv 4. 1 decade ago. Relevance. Negative Infinity Squared. $\begingroup$ "Negative infinity" is not a number, so "e raised to the power of negative infinity" is nothing. positive infinity. ... Me I think, negative infinity minus negative infinity is not indeterminate, it has a meaning, therefore the limit does not exist. well, you can't really square infinity. - INFINITY(- INFINITY) is the comparable as multiplying INFINITY by skill of INFINITY, or 2 unimaginably extensive numbers jointly. I need help with math. $\endgroup$ – Mariano Suárez-Álvarez Mar 16 '15 at 3:05 2 0. 1 decade ago. After that you can add, subtract, divide, or multiply and the answer will remain positive infinity. Finding a limit to negative infinity with square roots: $\lim\limits_{x\to -\infty}(x+\sqrt{x^2+2x})$ Ask Question Asked 6 years, 2 months ago. What you want to know is «why is $\lim\limits_{x\to-\infty}e^x=0$?». CHER-BEAR. 4 years ago. Yes. What is negative infinity squared? Andy. 1 decade ago. Anonymous.