A right rectangular prism is packed with identical cubes. The dimensions of the prism are given in terms of the number of cubes needed to fill the prism. length is 16 cubes wide th is 9 cubes height is 23 cubes. The side length of each cube is 1/4 inch. What us the volume?

1/4 * 16 = 4

1/4 * 9 = 2.25
1/4 * 23 = 5.75

V = 4 * 2.25 * 5.75

51.75 cubes

51.75 21970 m^3. as a fractions

To write 21970 m^3 as a fraction, we need to express it in terms of a fraction with a numerator and denominator in their simplest form. We can simplify 21970 by dividing both the numerator and the denominator by their greatest common factor, which is 10:

21970 m^3 = (2197 * 10) m^3 = 2197/10 * 10 m^3

So, 21970 m^3 can be written as the fraction:

21970 m^3 = 2197/10 * 10 m^3 = 2197/10 cubic meters

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An illustration shows a vertical rectangular prism made of cubes placed as two columns, each 5 cubes high.

What is the volume of the right rectangular prism packed with 10 cubes? Each cube has an edge length of 13 meter.

(1 point)

The vertical rectangular prism made of cubes placed as two columns, each 5 cubes high, contains a total of 10 cubes.

Since each cube has an edge length of 13 meters, the volume of one cube is:

V = (13 m)^3 = 2197 m^3

Therefore, the volume of the right rectangular prism packed with 10 cubes is:

V = 10 * 2197 m^3 = 21970 m^3.