Question

MY BRAIN ISN'T WORKING ANYMORE HELP!!!!
Which of the following sets of numbers is not a Pythagorean triple?

3, 4, 5
10, 15, 20
5, 12, 13
7, 24, 25

Answer 1

Which one of those sets of numbers makes the statement \(a^2+b^2=c^2\) false? Just plug them all in to find out which.

Answer 2

3,4,5?

Answer 3

Is the statement \(3^2+4^2=5^2\) true or false?

Answer 4

false

Answer 5

I am not sure witch it is ?

Answer 6

How is \(3^2+4^2=5^2\) false? \(3\cdot3+4\cdot4=5\cdot5, 9+16=25\), how is that false?

Answer 7

ooh! that makes sence! sorry

Answer 8

So since that's true, that means that 3,4,5 is a pythagorean triple, which means it is not the answer. So now, find the one that is not a pythagorean triple.

Answer 9

IDK

Answer 10

I've already shown you exactly how to do everything that you need to do to solve this problem. Just plug in the rest of the numbers.

Answer 11

thanks

Answer 12

Did you find the answer?

Answer 13

not realy!lol but I will figure it out some how! i am not that great at math

Answer 14

Well, we know it is not the first one so let's try the second one. What is 10^2?

Answer 15

thanks but i all ready turn it in but thanks for trying to help!lol

Answer 16

yw