if the areas of the three adjacent faces of a cuboid are x y z respect

1.	if the areas of the three adjacent faces of a cuboid are x y z respectively, then the volume of the cuboid is
Answer» let the sides of the CUBIC be a,b and c GIVEN x,y and z are areas of THREE adjacent faces of the cuboid. hence x= an, y= bc, z=ca (x) (y) (z) = (ab) (bc) (ca) XYZ = (abc)power2 abc= rootxyz thus the volume of cuboid, v= rootxyz

if the areas of the three adjacent faces of a cuboid are x y z respectively, then the volume of the cuboid is

Answer»

let the sides of the CUBIC be a,b and c GIVEN x,y and z are areas of THREE adjacent faces of the cuboid.

hence x= an, y= bc, z=ca

(x) (y) (z) = (ab) (bc) (ca)

XYZ = (abc)power2

abc= rootxyz

thus the volume of cuboid, v= rootxyz

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if the areas of the three adjacent faces of a cuboid are x y z respectively, then the volume of the cuboid is​

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if the areas of the three adjacent faces of a cuboid are x y z respectively, then the volume of the cuboid is