Question

What is the density of 180 grams of methanol whose volume is 600 cm3

Answer 1

Density,
`d=0.3\ g/cm^3`

Step-by-step explanation:

It is given that,

Mass of methanol, m = 180 grams

Volume of methanol,
`V=600\ cm^3`

We need to find the density of methanol. It is equal to the mass divided by volume of the substance. Mathematically, it is given by :

`d=(m)/(V)`

`d=(180\ g)/(600\ cm^3)`

`d=0.3\ g/cm^3`

So, the density of the methanol is
`0.3\ g/cm^3`. Hence, this is the required solution.

Answer 2

Density of methanol is 0.03
`(gram)/(cm^(3) )`.

Given:

mass of methanol = 180 gram

volume of methanol = 600
`cm^(3)`

To find:

Density of methanol = ?

Formula used:

Density =
`(mass)/(volume)`

Solution:

Density is given by,

Density =
`(mass)/(volume)`

Density =
`(180)/(600)`

Density = 0.03
`(gram)/(cm^(3) )`

Density of methanol is 0.03
`(gram)/(cm^(3) )`.