in a parallelogram the adjacent sides are 39 cm and 25 cm respectively and the diagonals of the parrallelogram are 34 cm in length
. find are of the parallelogram.
pryp:
plz explain in details
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There is a 3-dimensional version of this problem:
Does a rational box exist? (MathWorld calls it the perfect cuboid problem.)
That is, is there a box with integer sides a, b, and c, with each face diagonal integral, and with body diagonal integral?
So, a, b, and c are integers, and these four equations are solvable in integers:
a² + b² = d²,
a² + c² = e²,
b² + c² = f²,
a² + b² + c² = g².
People have come one equation short.
Does a rational box exist? (MathWorld calls it the perfect cuboid problem.)
That is, is there a box with integer sides a, b, and c, with each face diagonal integral, and with body diagonal integral?
So, a, b, and c are integers, and these four equations are solvable in integers:
a² + b² = d²,
a² + c² = e²,
b² + c² = f²,
a² + b² + c² = g².
People have come one equation short.
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