How long will it take for a radioactive element having half-life of 0.693 years to decrease
its 10% of radioactive material?
(A) 2.303 years
(B) 2.303 days
(C) 2.303 minutes
(D) 2.303 seconds
Answers
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Answer:
0.693
Explanation:
K=2.303tlogaa−x [t=2.303(given)(a−x)=110a0]
=2.303tlog1a/10=1
∴t1/2=0.693K=0.6931=0.693
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