Lead-202 has a half-life of $52\,500$ years. A sample of lead-202 gives $800$ counts$/\text{s}$. After how many years will the count rate decrease to $100$ counts$/\text{s}$?
- A$105\,000$ years
- B$157\,500$ years
- C$210\,000$ years
- D$420\,000$ years
Physics 0625 · IGCSE · Radioactivity
Lead-202 has a half-life of $52\,500$ years. A sample of lead-202 gives $800$ counts$/\text{s}$. After how many years will the count rate decrease to $100$ counts$/\text{s}$?