The ratio of the length of two similar rectangular blocks is 2 : 3. If the volume of the larger block is 351cm\(^3\), then the volume of the other block is?

Ivacious

2 years ago

The question did not say, the ratio of the volume of two similar solids is 2:3, rather it states the ratio of the length of two similar rectangular block is 2:3.
2^3: 3^3 = v : 351
8/27=v/351, coss multiply
27v=351 x 8
v=2808/27
v=104 cm3

2PapiloE

5 years ago

The solution to the question is some how wrong, below is the right solution to the question.
Let the volume of the other number be x.
X=2 : 3 × 351
2/3 × 351
X=234.00 cm3

hunaif5

1 year ago

the answer is not part of the options