if expression p(x)=8x^3 -12x^2+6x-1 represents the volume of a cuboid show that it is cube
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p(x)=8x^3 -12x^2+6x-1
p(x) = (2x)³ - ( 1)³ -3(2x)(1)(2x+1)
p(x) =( 2x-1)³
p(x) = volume = (side)³
Therefore, p(x) represents a volume of cube with side 2x-1 .
Therefore, p(x) is a volume then the figure is cube
Side = 2x - 1 .
p(x) = (2x)³ - ( 1)³ -3(2x)(1)(2x+1)
p(x) =( 2x-1)³
p(x) = volume = (side)³
Therefore, p(x) represents a volume of cube with side 2x-1 .
Therefore, p(x) is a volume then the figure is cube
Side = 2x - 1 .
friend74:
thanx a lot
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