A radioactive sample initially contains N atoms. After three half-lives the number of atoms that have disintegrated is

a

\(\frac{N}{8}\)

b

\(\frac{3N}{8}\)

c

\(\frac{5N}{8}\)

d

\(\frac{7N}{8}\)

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Correct Option
d

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Discussions (13)

pcphil
10 years ago

The no of atoms remaining after three half lives in 1/8.the question says the number that has disintegrated. So, the answer is 1-1/8=7/8. The correct option is D

olyezema
4 years ago

Pls make changes......the number of atoms that have disintegrated is 1-⅛=⅞N.

zuupzeep
11 years ago

Nice forum. However, while some of your questions contain typos that prevent candidates from arriving at correct answers, some of the answers you have provided are clearly wrong. Please endeavour to make corrections.

Vik14
6 years ago

The ans. is correct. It is quite noteworthy to reason that 7N/8 equals the no. of atoms left undisintegrated.

AcademicGeorge
2 months ago

The question asks for the mass of N that was disintegrated not the mass of N that was left.

Delphine.0408
2 months ago

I need a direct formula pls

josephakpaka
5 months ago

thank you

raph.Montella
10 years ago

It's wrong... No of particles left is N/8...correct answer is 7N/8

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