A ball is dropped from building of height 45m. Simultaneously another ball is thrown up with a speed 40m/s. The rate of change of relative speed of the balls is Clear Response 20ms 1 40ms 30ms
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Edge of the cube
The volume of the cube corresponds to the space held within it. The cube has all faces in square structure, all the faces have equal dimensions. The edges opposite to each other are parallel.
We know that, the volume of cube is equal to the product of three times of the edges of the cube.
In mathematical term the volume of cube will be,
\implies Volume_{(cube)} = a^3⟹Volume
(cube)
=a
3
Here a is the edge of cube. And here in this question we have, Volume = 1331cm³. So by using the volume of cube formula we can get our edge value.
Let us assume that, the edges of the cube be a \; cm.acm.
By using the required
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Answer:
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Explanation:
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