Answer to Question #17838 in Real Analysis for Matthew Lind

Question #17838

Show that if lim a_n = positive infinity then lim (-a_n) = negative infinity.

Expert's answer

lim a_n=inf
-lim a_n=-inf
lim -a_n=-inf

Learn more about our help with Assignments: Real Analysis

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. Show that if lim a_n = -infinity, then lim 1/a_n = 0
2. A store advertises a circular Rug as being 4.9m2. Travis wants a rug to fit a rectangular space that
3. Determine whether the series converges. summation[1/{n+(-1)^n}^2]
4. a) Let f(x) be a C^1 function of period 2pi. Show that we may as well assume that f(0) = 0 and we ne
5. Indefinite limit problem: Show that If an < 0 and lim an = 0, then lim 1/an = negative infinity.
6. Suppose that K1,K2 c R^n are nonempty compact sets. Let d(K1;K2) = inf{d(x1, x2)| (x1 cK1) and (x2c
7. 1. Consider the function f(x)=x^3-2 using Newton's method. Take x0=1.5 for the starting value.