d.) Find the second perfect number using the formula (2P-1)(2P – 1)and the next prime number for P. (Do not use P = 4, since 4 is not prime). TIP: when you are done, you might do a web search for perfect numbers to see if you are right. e.) Show how you know this new number is perfect by showing what the proper divisors add up to. Each f.) Find the third perfect number using the formula (2º-1)(2° – 1) and the next prime number for P. Show your work, not just your answer.
d.) Find the second perfect number using the formula (2P-1)(2P – 1)and the next prime number for P. (Do not use P = 4, since 4 is not prime). TIP: when you are done, you might do a web search for perfect numbers to see if you are right. e.) Show how you know this new number is perfect by showing what the proper divisors add up to. Each f.) Find the third perfect number using the formula (2º-1)(2° – 1) and the next prime number for P. Show your work, not just your answer.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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