SOLUTION: For the arithmetic sequence 2,3,5 Please help me to prove that none of the terms are perfect squares

SOLUTION: For the arithmetic sequence 2,3,5 Please help me to prove that none of the terms are perfect squares

Algebra.Com

Question 1191594: For the arithmetic sequence 2,3,5
Please help me to prove that none of the terms are perfect squares
Answer by greenestamps(13203) (Show Source): You can put this solution on YOUR website!

The question makes no sense.

"2,3,5" is a sequence of exactly three numbers; none of them is a perfect square.

The "proof" is complete.

And, by the way, "2,3,5" is not an arithmetic sequence.

Re-post the question correctly....

RELATED QUESTIONS
Prove that none of the terms of this sequence are perfect squares.... (answered by ikleyn)

Given 2,5,8 Prove that none of the terms of this sequence are perfect squares (answered by greenestamps)

Given the sequence:2;5;8;...... (1) write down the next two terms. (2) Prove that... (answered by ikleyn)

given sequence 2;5;8 2.1.1 if the pattern continues , then write down the next two... (answered by MathLover1)

Prove that none of terms in the sequence is a perfect square... (answered by ikleyn)

Given the sequence:2;5;8;.... 1. If the pattern continues ,then write down the next two... (answered by ikleyn)

2;5;8 prove that none of the terms of this sequence are perfect... (answered by ikleyn)

Given 2;5;8 as a sequence prove that none of the terms are not a perfect square (answered by ikleyn)

Prove that in an arithmetis sequence of natural numbers, one of the terms is aperfect... (answered by Edwin McCravy)