Which equation supports the given conjecture?

The sum of the squares of two consecutive integers is an odd integer.

A.
(2 + 3)2

B.
32 + 52 = 34

C.
4 + 52 = 29

D.
52 + 62 = 61

Question

Which equation supports the given conjecture? 

The sum of the squares of two consecutive integers is an odd integer.
 
 A.
(2 + 3)2
 
 B.
32 + 52 = 34
 
 C.
4 + 52 = 29
 
 D.
52 + 62 = 61

anonymous · Answer

@redtornado

emmamink · Answer

sorry girl, no can help..@confluxepic

emmamink · Answer

@confluxepic

confluxepic · Answer

None of them are correct.

confluxepic · Answer

@Rapunzel101402 @EmmaMink @TheSmartOne @~

emmamink · Answer

How do u know?

thesmartone · Answer

Well people if they copy and paste their questions and don't spend any time to look at it, we can't help them.

thesmartone · Answer

The person could have atleast fixed it by putting in the squares.

thesmartone · Answer

The options should have been
 $\Huge A.(2+3)^2$

$\Huge B. 3^2+5^2=34$

$\Huge C. 4+5^2=29$

$\Huge D. 5^2+6^2=61$

If these are the correct answer choices then the correct answer is D.

thesmartone · Answer

Because it says the sum of the squares has to equal an odd integer.
So the sum of the squares of 5 and 6 does equal to an odd integer.

thesmartone · Answer

@rapunzel101402 The CoC says http://prntscr.com/5a6u4k Next time make sure your question is clear so that others can help you without getting all confused. http://openstudy.com/code-of-conduct And since you are new, please read the CoC ^^ and feel free to read this. http://openstudy.com/study#/updates/543de42fe4b0b3c6e146b5e8