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23 questions
p-Series Test
Geometric Series Test
Comparison Test
Ratio Test
Test for Divergence
Divergence Test
Direct Comparison Test
Limit Comparison Test
Ratio Test
Integral Test
Comparison Test
p-Series Test
Geometric Series Test
Integral Test
Root Test
Ratio Test
Limit Comparison Test
Root Test
Integral Test
Alternating Series Test
Comparison Test
Limit Comparison Test
p-Series Test
Alternating Series Test
Integral Test
A geometric series will converge if...
∣r∣ < 1
∣r∣ ≥ 1
∣r∣ < 0
∣r∣ ≥ 0
A p-series will diverge if...
p > 1
p ≤ 1
p ≤ 0
p ≥ 0
What will this formula tell us?
The partial sum of a geometric series.
The common ratio of a geometric series.
The sum of a convergent geometric series.
The number of terms in a partial geometric series.
Which of these is NOT a p-series?
None. They are all p-series
A and C only
B and D only
C only
D only
Does the series converge or diverge?
Converge
Diverge
Impossible to tell
The infinite series is...
harmonic
a p-series
geometric
a Fibonacci series
The infinite series is...
harmonic
a p-series
geometric
a Taylor
Is the infinite series convergent or divergent?
Convergent
Divergent
Compute the infinite sum
3/2
3
6
9
∞
Compute the infinite sum
π
∞
ln 2
2
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