If a radioactive substance remains 80% of the initial amount then the half life of the radioactive substance is 2.5 years.
Given 80% of the initial amount of a radioactive substance remains.
If after 1 year the value or weight of the radioactive substance remains 80% means the rate of disappearing is 20% per annum.
If we clearly observe then it is forming a geometric progression and the rate is 80%.
Geometric progression will be if we assume the initial quantity be 100
is:
100,80,64,.........
we have to calculate the value of years in the value of term is 0.
the value of nth term of a geometric progression is
so,
r is 0.8
100*=0
=0
if we calculate this we will find n-1=11
n=12
So the full life of radioactive substance is 12 and the half life will be 6 years.
Learn more about geometric progression here brainly.com/question/12006112
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There are 120 different possible groups.
(10 * 9 * 8)/(3 * 2 * 1) + 120
Step-by-step explanation:
- Data density = Data capacity / surface area
<u>Use the formula to find the answer:</u>
1.
2.
Note. the numbers above are rounded
Answer:the answer would be B
Step-by-step explanation:
the operation is +