(bn) is bounded, and b, #0 for all n E N. an lim bn = 0. Prove that lim (an) = 0.

Q: sin(r – 3) lim I3 r2 + 2r – 15

A:

Q: 2 3 ( - 1²/1 ) ² 3 lim 3 X→∞ x

A:

Q: 2. Prove that a. lim, b. lim,1

A:

Q: 2. Let r > 1. Prove that lim r" = 00,

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Q: Find the limits

A: Find the limit limx→-πx+4cosx+π

Q: 3. Let f(x) = x and P = {0, nn = 1}. ... + f("1) and that lim Lf(P) + k = k(k +1)/2) 1 Show that…

A: Given the function f(x) = x & a partition of the interval 0,1 as P =0,1n,2n,3n,...nn=1. First we…

Q: Find the constant c so that the limit limx->3 (x2+x+c)/(x2-5x+6) exists.

A:

Q: 1) Evaluate lim(2x + (x – 3)²). x→3

A: NOTE: Refresh your page if you can't see any equations. . execute the limit by taking x=3

Q: 5-x-1 2-√√x e (2+√x) (2+√x)

A: Topic:- calculus

Q: Use e-5 definition and prove that lim (2 5r) -6

A: Here we use basic definition of epsilon and delta .