Answer:
E
Step-by-step explanation:
The half life of a radioactive decay is the time taken for exactly half its original mass to be decomposed. For 3.13% to remain, it has decomposed a number of times.
Let's write a timeline. We should know that the original mass is 100%
100% to 50% to 25% to 12.5% to 6.25% to 3.125%
This shows that the sample had decayed 5 times. As we know, one half like take 5730years from the question. Hence, 5 will take 5730 × 5 = 28,650 years