Which set of line segments with the given lengths can be formed into a right triangle? 24, 30, 35 12, 18, 30 18, 24, 30 18,24, 35
a common right side triangle has a side of 3, a side of 4 and a side of 5 units of length. If any of those options can divide in such a way that one side an be divided by 3, another by 4 and yet another by 5 than that's the one.
Oh, I didn't know that. Thanks
|dw:1408636614725:dw|
that's because 3^2 + 4^2 = 5^2 (9+16=25)
Okee dokee
I will keep that on mind from now on, cause i did not know that until now, lol.
they must also result in the same number when you divide off course otherwise the scale is off
okay, thanks very much!
note that 3, 4, 5 is not the only option for a right triangle what about 5, 12, 13?
|dw:1408646374579:dw|
for a triangle with lengths a,b,c if it is a right triangle the hypotenuse, c is always the longest side and opposite the right angle and the sum of the square of the legs = square of the hypotenuse a^2 + b^2 = c^2
|dw:1408646979796:dw|
Join our real-time social learning platform and learn together with your friends!