one leg of a right triangle measures 15 m and the hypotenuse measures 17 m. what is the measure of the other leg. A. 22.67 B. 8 C. 32 m D. 5.66 m
Do you know what the Pythagorean Theorem is?
... if not, its is A^2 +B^2 = C^2..... so to figure this problem out, just plug the numbers in
okay well my bad for posting this but i got the answer but can u make sure? i got 8
well B
okay, its fine. Let me check.
x^2 + 15^2 = 17^2 x = 8 So, B is correct i got this
it is not B... theres something wrong with your math. try again
whats 15^2 and 17^2?
no wait is it A? 22.67 m?
Yes.
when you do 15^2 it is 225, 17^2 is 285... when you add those two it is 514. then you do the sqare root of 514 which is 22.67
15^2 = 225 and 17^2 = 289 289-255 = 34 So the other leg is of length \[\sqrt{34}\]
oh ok, thank you @Jamie_elizabeh :)
yourwelcome:)
@caters .. you have to add the two numbers not subtract. After you add the numbers, then find the square root of the numbers
\[\sqrt{34} = 5.8309...\]
no, add 15^2 and 17^2 then find the square root. You subtracted the two numbers. thats where you went wrong
@caters
He is wanting the length of the other leg. You add when you want the hypotenuse and subtract when you want the length of one of the legs so that is why I subtracted 17^2 and 15^2
\[A^2 + B^2 = C^2\] so \[C^2 - A^2 = B^2\] and \[C^2 - B^2 = A^2\]
....its the same thing whether you want the other leg or the hypotenuse... or at least i though it was.. let me google it..
By adding 17^2 and 15^2 you get the hypotenuse of a bigger triangle. He explicitly stated that the hypotenuse is 17 and one of the legs is 15 so you subtract 17^2 and 15^2 to get the other leg.
okay. i get how that would work but ima stick with the original formula
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