n Find the interval of convergence of Σn=0 (²+1) 57 xn. You have to check the endpoints of the interval too

Q: 18 For which numbers a does x,+, = a{x,– x) converge to x* = (a – 1)/a?

A:

Q: find if it converges ∑∞ n=0((4n)!(1103+26390n))/(3964n (n!))  (show each step please)

A:

Q: n+1 *Determine the interval of convergence for ) (x-5)** í(n+3)4* (Be sure to check the endpoints.)…

A:

Q: xp Vx(x + 5) converges O diverges

A: CONVERGES

Q: I got the right answer but don't know how

A: Given the series:

Q: Show that S x-P cos xdx converges for p > 0 and converges absolutely if p > 1.

A: Given  Data: To show that ∫1∞x-pcosx dx converges for p>0 and converges absolutely if p>1.

Q: n°(r + 4)" 2 .n20/3 infinite, type "infinity" or 'inr".

A:

Q: What is the radius of convergence for n2/(4n+3n)

A:

Q: 1

A: