Math, asked by alokmisra403, 1 month ago

A solid cube of side 12 cm is cut into eight cubes of equal volume. What will be the
side of the new cube? Also, find the ratio between their surface areas.

Answers

Answered by abhishek7528
2

Answer:

Volume of old cube =a³

⇒(12)³=1728 cm³

No.of cubes =8

Volume of old cube = 8* volume of 1 new cube

1728=8*a³

1728/8=a³

12/2=a

6 cm=a

Surface area of old cube/ surface area of new cube=6*(12)²/6*(6)²

=144/36=4/1=4:1

Step-by-step explanation:

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Answered by arishfatma49
0

Answer:

here a cube is divided into 8 cubes of a side a cm

given

their volume is equal

the volume of the big cube= volume of 8 cubes of a cm

(side of big cube)³=8x(side of small cube)³

(12)³=8x(a)³

12x12x12=8xa³

1/8x12x12x12=a

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