For a radioactive substance, show the variation of the total mass disintegrated as a function of time t graphically.
For a radioactive substance total mass disintegrated as a function of time (t) is given as
$$M = M_0 e^{-\lambda \ t}$$
Where, $$M_0 = $$ mass of radioactive substance at $$t= 0 \sec$$
$$M = $$ Mass of radioactive substance present at any time $$'t''$$
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