the half life of a radioactive element is 1580 years. how long will it take to reduce 1/4th of its original mass
Answers
Answered by
1
Answer:
see blow hii dear
Explanation:
Half life of Ra226 is 1580 years. This shows that after 1580 years, the mass of radium is half of the mass taken. After 2×1580 (=3160 year) the quantity of Ra226 left will be ¼ ( one fourth) of the mass taken.
Similar questions
Math,
5 months ago
Math,
5 months ago
Chemistry,
5 months ago
Math,
10 months ago
Computer Science,
1 year ago