Measurements of the activity (in counts per minute) of a radioactive sample are…

PHYSICS · Single correct · A Level · Physics · Nuclear physics · Nuclear physics

Problem

Measurements of the activity AA (in counts per minute) of a radioactive sample are plotted as ordered pairs (t,ln⁡A)(t,\ln A), where tt is measured in days. A least–squares regression gives ln⁡A=4.10−0.085t\ln A = 4.10 - 0.085t. Which statement best interprets the numerical value 4.104.10? (a) 4.104.10 is the decay constant of the sample, measured in reciprocal days. (b) It is the natural logarithm of the predicted initial activity of the sample. (c) It equals the half–life of the sample, expressed in days. (d) It is the predicted initial activity of the sample, measured in counts per minute.

Related theory

Browse the problem library