10 1 100 2. The following data set is taken for a time dependent exponential decay...

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10 1 100 2. The following data set is taken for a time dependent exponential decay process: N 30 606165 t 11 3.5 2.1 1.3 01234567 a) Plot the data on the semilog paper below and draw a straight line through the points. See below. 20=25 b) Using your drawn line, determine the half-life. Based on the graph, half-life is 1.43 c) Using the least squares fitting procedure, calculate the values of N, and T, when the data is fitted to the equation, = N = Noe In N = In N = = + + In No 1 Pleuse Spe least seven fitty next pagp. Procedune on next You didn't say to calculate uncertaint half-life (1.43, 25) 1 2 3 4 S 9 10 1 100 2. The following data set is taken for a time dependent exponential decay process: N 30 606165 t 11 3.5 2.1 1.3 01234567 a) Plot the data on the semilog paper below and draw a straight line through the points. See below. 20=25 b) Using your drawn line, determine the half-life. Based on the graph, half-life is 1.43 c) Using the least squares fitting procedure, calculate the values of N, and T, when the data is fitted to the equation, = N = Noe In N = In N = = + + In No 1 Pleuse Spe least seven fitty next pagp. Procedune on next You didn't say to calculate uncertaint half-life (1.43, 25) 1 2 3 4 S 9