Answer:
165.48 amu
Explanation:
First, you need to find the last percentage.
100% = 60.44% + 13.55% + x
100% = 73.99% + x
x = 26.01%
Now, multiply each mass by the respective percentage.
164.08 × 0.6044 = 99.17
165.11 × 0.1355 = 22.37
168.92 × 0.2601 = 43.94
Lastly, add the products together to find the average atomic mass.
99.17 + 22.37 + 43.94 = 165.48
The average atomic mass of "knoxium" is 165.48 amu
