if the no.of surfaces of cuboid is x, no.of edges is y nd no.of surfaces is z nd no.of diagonals is p then find the value of x-y+z+p
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If l,b,h be the dimensions of the cuboid.
x 2 =l 2 +b 2 ;y 2 =b 2 +h 2 ;z 2 =h 2 +l 2
Therefore, x 2 +y 2 −z 2 =2b 2 ,
so b= √1/2 (x 2 +y 2 −z 2 )
Similarly, l= √1/2 (x 2 +z 2 −y 2 ) and
h= √ 1/2 (y 2 +z 2 −x 2 )
Volume=l×b×h is the same as (c).
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