SOLUTION: Hello I require your help for this mathematical induction question, using "replacement method" of Mathematical Induction prove that for all integers n > or equal to 1:
1^3 + 3^3
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-> SOLUTION: Hello I require your help for this mathematical induction question, using "replacement method" of Mathematical Induction prove that for all integers n > or equal to 1:
1^3 + 3^3
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Question 1183854: Hello I require your help for this mathematical induction question, using "replacement method" of Mathematical Induction prove that for all integers n > or equal to 1:
1^3 + 3^3 + 5^3 + ... to n terms = n^2 * (2n^2 - 1)
Thank you Found 2 solutions by ikleyn, robertb:Answer by ikleyn(52884) (Show Source):
You can put this solution on YOUR website! Next time, don't "require" tutors to solve your problems. We are in NO obligation to answer ANY questions in this site.
Just get your question, expression and all, right -- for example, just say
"Prove by math induction: 1^3 + 3^3 + 5^3 + ... to n terms = n^2 * (2n^2 - 1)"
Done.
Then someone here might take interest in your question.
