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what is the value of x and y
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\[x= 24\sqrt 3 :y=8\] \[x=8: y= 24 \sqrt3\] \[x=24:y=8 \sqrt 3 \] \[x=8\sqrt 3 :y=24\]
We know that it is a 30, 60, 90 degree triangle. Triangles of this form always have sides equal to 1 (which is opposite 30 degrees), √3 (which is always opposite 60 degrees) and 2 which is the hypotenuse. Therefore, the triangle needs to have a ratio similar to this. x= 8√3 and y=24
Attached is a blurb on the 30-60-90 theorem which may be of help. @highschoolmom2010
@track47 was that the answer
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