Question

If the density of coconut oil is $0.925\,g/c{m^3}$. How much does $4.25mL$ weight in grams?

Answer 1

Hint: The matter in the environment exists in various forms and thus possesses various properties as well. These properties differ from material to material that exists in nature. All the properties that exist in nature are formulated in the texts provided by the scientists and thus carry certain rules according to which the properties can be formulated and processed.

Complete step by step answer:
Mass of matter is the amount of matter that the object contains. The mass of the matter and density of the matter are related to each other. The density of an object is decided as the mass per unit volume. It can be represented as
$Density = \dfrac{{Mass}}{{Volume}}$
Since the density of the matter is given as $0.925\,g/c{m^3}$ so using the above equation we can get that $mass = volume \times density$
Substituting the values we have
$mass = 0.925 \times 4.25$
$mass = 3.931g$

The $4.25mL$ weight in grams is $3.931g$

Note: The SI unit of the system defines several units as standard as to be used in calculations. But the system of measurements is not just made up of one unit that is used. There are several other units that are used and they can be equally converted from one unit to another based on our need. Not all the units are used for the use.
Just as the metre, there are SI units defined for most of the major measurements like the distance, time, luminous intensity, weight etc. All the units are set as the standards and the definitions of these measurements are clearly defined by the organisations.
There are many units that are more prevalent in some domains while others are obsolete in others.