SOLUTION: GIVEN THIS CONJECTURE; ANY TWO CONSECUTIVE SQUARE NUMBERS IS AN EVEN NUMBER. FIND THE COUNTER EXAMPLE

Question 566491: GIVEN THIS CONJECTURE; ANY TWO CONSECUTIVE SQUARE NUMBERS IS AN EVEN NUMBER. FIND THE COUNTER EXAMPLE
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
You shouldn't type in all caps. Also, your question is ambiguous; "any two consecutive square numbers" cannot be one even number. If you stated something like "Any two consecutive square numbers *are* even numbers" then there would be infinitely many counterexamples (since the statement cannot be true), e.g. 4 and 9.
RELATED QUESTIONS
Show the conjecture is false by finding a counter example. The quotient of two whole... (answered by edjones)

Please give me a counter example for the following: 1. All numbers to a power are whole... (answered by richard1234)

What is the counter example of "The sum of any 2 odd numbers is... (answered by jim_thompson5910)

the sum of two numbers is always greater than the larger number. find a counter... (answered by richard1234,chessace)

find a counter example of: the product of two positive numbers is greater than either... (answered by Alan3354)

Every time I add two consecutive odd numbers I get an even number which is twice the... (answered by jsmallt9)

Give a number that is a counter example to conjecture below. Explain your answer choice. (answered by bucky)

multiply any two consecutive numbers,then add the bigger number. use at least three... (answered by Theo)

Suppose that you square two consecutive whole numbers and subtract the smaller square... (answered by vleith)