Consider the series Vk 6 + 6k k=1 a) Enter an integral whose convergence or divergence is equivalent to that of the given series by the Integral Test. To enter the definite integral f(x) dx type defint (f(x), x, a, b). b) Compute the value of the integral that you input in part a). If it is divergent, type D.
Consider the series Vk 6 + 6k k=1 a) Enter an integral whose convergence or divergence is equivalent to that of the given series by the Integral Test. To enter the definite integral f(x) dx type defint (f(x), x, a, b). b) Compute the value of the integral that you input in part a). If it is divergent, type D.
Chapter6: Exponential And Logarithmic Functions
Section6.4: Graphs Of Logarithmic Functions
Problem 60SE: Prove the conjecture made in the previous exercise.
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Transcribed Image Text:Consider the series
6 + 6k
k=1
a) Enter an integral whose convergence or divergence is equivalent to that of the given
series by the Integral Test. To enter the definite integral f(x) dx type
defint (f(x), x, a, b).
b) Compute the value of the integral that you input in part a). If it is divergent, type D.
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