Winter 2014
Math 1211: Recitation #9
Section:
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1. Determine Whether the following series converge or diverge:
sin n
(a) Z 52
n=1
3
iiirxé/Léi f: (75"3kE
i a i
M"; 5 A 5
Math 1211: Recitation #3 Winter 2014
I Section:
1. Find the area bounded between 3/ = cosx and y = sin 2:1: on the interval 0 S a: _<_
Begin by sketching this region7 being sure to appropriately
Math 1211: Series Comparison Tests
Winter 2014
In the past couple lectures, we have considered two very special types of series, namely
geometric series and p-series. Heres a recap of what we know.
I
Math 1211: Recitation #10
Winter 2014
Section:
1. Determine Whether the following series converge absolutely, converge conditionally, or
diverge:
°° (1)
(a)
Math 1211: Recitation #1
(f) /2 cos(3t + 1) dt
1 : Egg/(3&1; I) +9 2. (a) Express the area under the curve y = 3/9: + 1 between a: = 0 and a: = 7 as the limit of a
Riemann sum.
h