To solve this problem we will apply the geometric concepts of the Volume based on the consideration made of the radius measurement. The Volume must be written in differential terms of the radius and from the formula of the margin of error the respective response will be obtained.
The error in radius of sphere is not exceeding 2%

The objective is to find the percentage error in the volume.
The volume can be defined as

Differentiate with respect the radius we have,




The percentage change in the volume is as follows



Therefore the percentage change in volume is 
The law of conservation of mass states that the number of atoms of each element on the product side should equal the number of atoms of each element on the reactant side. The unbalanced equation:

Through introspection, we can see that the Oxygen atom (O) has 4 atoms on reactant side and two atoms on product side. So in order to balance the equation we add a coefficient of 2 on the oxygen in the product side, to get a balanced equation:
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