1 The volume of a cube is 8 cm3 Find the volume of a cube wh
1- The volume of a cube is 8 cm^3. Find the volume of a cube whose edges are twice those of the first cube.
48 cm^3
32 cm^3
16 cm^3
64 cm^3
| a. | 48 cm^3 | |
| b. | 32 cm^3 | |
| c. | 16 cm^3 | |
| d. | 64 cm^3 |
Solution
Solution:
Let edge of first cube = d
Volume of cube V =d*d*d = d3 = 8 cm3 ( given )
therefore d = (8)1/3
d = (23)1/3 = 2
Edge of second cube is twice of first
therefore edge of second cube = 2d = 4
therefore volume of second cube = 43 =4x4x4 = 64 cm3
Answer: 64 cm3
