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[" 26.State the law of radioactive "],[" graph showing the number decay."],[" undecayed nuclei as a function of the "],[" for a given radioactive sample having "],[" half-life "T_(1/2)],[" Depict in the plot,the number of "],[" undecayed nuclei at "],[[" (i) "t=3T_(1/2)," (ii) "t=5T_(1/2)," .Oehilizater "]]

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State the law of radioactive decay. Plot a graph showing the number (N) of undecayed nuclei as a function of time (t) for a given radioactive sample having half life T_(1//2) Depict in the plot the number of undecayed nuclei at (i) t=3T_(1//2) and (ii) t=5T_(1//2) .

State the law of radioactive decay. Plot a graph showing the number (N) of undecayed nuclei as a function of time (t) for a given radioactive sample having half life T_(1//2) Depict in the plot the number of undecayed nuclei at (i) t=3T_(1//2) and (ii) t=5T_(1//2) .

State the law of radioactive decay. Plot a graph showing the number (N) of undecayed nuclei as a function of time (t) for a given radioactive sample having half life T_(1//2) . Depict in the plot, the number of undecayed nuclei at (i) t=3T_(1//2) and (ii) t=5T_(1//2) .

The decay constant of a radioactive sample is lamda. Its half -life is T_(1//2) and mean life is T.

The fraction of the initial number of radioactive nuclei which remain undecayed after half of a half-life of the radioactive sample is

A radioactive sample of half life T_((1)/(2)) contains 1000 nuclei. How many members will be left after a time t=(T//8) ?