Answer:
Oxygen 35.6 percent
Carbon 60 percent
Hydrogen 4.4 percent
Explanation:
Molecular mass of aspirin
Mass of carbon in 180 gm of aspirine
Therefore, percentage of carbon in aspirin is 
Similarly, mass of hydrogen in 8 gm of aspirine
.
Hydrogen's percentage in aspirin
Also, mass of oxygen in aspirin is 
Oxygen's percentage in aspirin
Hence, this is the required solution.