Babu has a cuboid with dimension - a x b x c and he also has 3 cubes with side lengths a, b and c respectively. What is the relation between cuboid volume and the volume of cubes?
The volume of cuboid = abc The volume of 1st cube = a^3 The volume of 2nd cube = b^3 The volume of 3rd cube = c^3 So, The volume of cubes = a^3+b^3+c^3 So, the volume of cube / cuboid volume = (a^3+b^3+c^3)/abc = (a^3/abc)+(b^3/abc)+(c^3/abc) = (a^2/bc)+(b^2/ac)+(c^2/ab)
A 12X16X24 cuboid is filled up with 4608 little cubes of length 1. An ant passes through a straight line, connecting two opposite vertices of the cuboid.
How many little cubes does the ant pass through?
If blue rectangle area is equal to the sum of 3 squares areas combined as in image, what is relation between a,b,c & d?
A cuboid of dimension 7 cm * y cm * 15 cm is given. Find the minimum value of y so that at least two cones of maximum volume having some dimensions and a height of 15 cm, can be cut from this solid.
If side lengths of the squares in the diagram are 8, 6 and 4 respectively. Find the area of the grey region?
