Question

What is the density of a object whose dimensions are 5.54

Answer 1

The object with dimensions
`5.54\ cm * 10.6\ cm * 199\ cm` and with mass 250.6 g will have a density equal to
`0.02144\ g/cm^3`.

Step-by-step explanation:

Given:

Dimensions of the object =
`5.54\ cm * 10.6\ cm * 199\ cm`

length = l = 5.54 cm

width = w = 10.6 cm

height = h = 199 cm

Mass of the object = m = 250.6 g

Formula:

The relation between density, mass and volume of any object is given by:

`Density = ( Mass )/(Volume)`

Since volume of an object with length (l), width (w) and height (h) [assuming a rectangular object] can be defined as,

`V = l * w * h =5.54 * 10.6 * 199`

`Volume = V = 11686.076\ cm^3`

`Density = Mass / Volume = (250)/(11686.076)`

`Density = 0.02144 g/cm^3`

Density of the object is
`0.02144 g/cm^3`