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Question: How many atoms of each type are in six formula units of \(A{g_2}S{O_4}\)?...

How many atoms of each type are in six formula units of Ag2SO4A{g_2}S{O_4}?

Explanation

Solution

To figure out how many atoms are in a formula unit, we must first understand what a formula unit is and how to figure out how many atoms are in a formula unit. We must count the number of atoms in a formula unit to find the number of that atom in that formula unit. "In an ionic composition, a formula unit denotes the lowest whole number ratio of ions." The formula's units are atoms of the element in concern, whereas the coefficients are moles.

Complete answer:
From the given formula we can see that there are 22 atoms of silver (AgAg) , 11 atoms of sulphur ( SS ) and 44 atoms of Oxygen ( OO ) .
It is given that there are 66 units of Ag2SO4A{g_2}S{O_4} that is we have 6Ag2SO46A{g_2}S{O_4}
We know that the coefficient 66 tells us that there are 66 molecules of Silver Sulfate (Ag2SO4A{g_2}S{O_4})
So we must multiply the single molecule values by 66 ,
Total atoms of silver =2×6=12 = 2 \times 6 = 12
Total atoms of sulphur=1×6=6 = 1 \times 6 = 6
Total atoms of Oxygen=4×6=24 = 4 \times 6 = 24
Hence, the total number of atoms of silver are 1212 , total number of atoms of sulphur 66 and total number of atoms of oxygen are 2424 .

Note:
The kinds and numbers of atoms in the smallest representative unit of a material are shown in a chemical formula. The formula unit is used in mineralogy because minerals are virtually exclusively ionic or network solids. The unit cell is defined by the number of formula units and the dimensions of the crystallographic axes.