Question: Select the correct answer. 1 Determine whether the p integral OX is convergent or divergent. O X OA. It will diverge because of the Limits.




Select the correct answer. 1 Determine whether the p integral OX is convergent or divergent. O X OA. It will diverge because of the Limits. O B. It will converge because p > 1. O C. It will converge because p O D. It will diverge because p = 4.Select the correct answer. Which statement best describes why dx will converge or diverge? 3X - 6 O A. It will converge, because the corresponding limit exists. O B. It will diverge, because the corresponding limit does not exist. O C. It will converge because the corresponding limit does not exist. O D. It will diverge because the corresponding limit exists.Select the correct answer. 2 Evaluate the Integral dx and then state whether it converges or diverges. - 3 O A. 215 , It will converge. O B. 45 , It will diverge. O C. co , It will diverge. O D. 415 , It will converge.Select the correct answer. 5 Evaluate the Integral ox and state whether it will converge or diverge. X 4 O A. 2, It converges. O B. 14, It diverges. O C. co , It diverges. O D. 14, It converges
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
