Section 10.4 Limit Comparison Test

Make sure you read the questions very carefully and see on what its being asked for. Please be very careful with this assignment.

Feedback: #2: The steps of the computation must be shown for this computation especially when using substitution or integration by parts. This is an important thing in general. (0/2).

MATH 1522: SECTION 10.4 WRITTEN ASSIGNMENT For each of the series below, determine whether each of the series converges or diverges. Justify your answer by applying either the the nth term test, the integral test, or the limit comparison test. Do not use any other tests for this assignment. In particular, do not use the direct comparison test. State the test being used, show the calculation needed to justify your answer, and explicitly state your conclusion. Be sure to show all the steps in the computation. It may be useful to use the asymptotic notation (7.4) for limits. 3n2 + 6n + 2 1. M 2n3 + 8n + 4 n=1 In(n) 2. E n n=2 2n2 + 3n + 1 3. M 3n2 + 5n + 4 n=0