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Triangle EFG is a right angled triangle (right angled at ∠EGF) with EG = 7, FG = 24.
Point P is the midpoint of EF, and:
H is on the same side of line EF as G so that EH = FH = 15, and:
The area of triangle GHP is expressible as x*√y/z, where each of x, y and z is a positive integer, and:
x and z are relatively prime, and y is not divisible by the square of any prime.

Determine x, y and z

(No Solution Yet, 0 Comments) Submitted on 2016-07-23 by K Sengupta   
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Can both n + 3 and n^2 + 3 be perfect cubes if n is an integer ?

(Solution Posted, 20 Comments) Submitted on 2003-08-12 by Jayaram S   
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