Table A. The percentage probability, Prob(within to) = fatto JX - to Gx,o(x) dx, X-to X X+to as a function of t. 0.08 0.09 0.00 0.01 0.02 0.03 0.04 0.05 0.06 0.07 0.0 0.00 0.80 1.60 2.39 3.19 3.99 4.78 5.58 6.38 7.17 0.1 7.97 8.76 9.55 10.34 11.13 11.92 12.71 13.50 14.28 15.07 0.2 15.85 16.63 17.41 18.19 18.97 19.74 20.51 21.28 22.05 22.82 0.3 23.58 24.34 25.10 25.86 26.61 27.37 28.12 28.86 29.61 30.35 0.4 31.08 31.82 32.55 33.28 34.01 34.73 35.45 36.16 36.88 37.59 0.5 38.29 38.99 39.69 40.39 41.08 41.77 42.45 43.13 43.81 44.48 45.15 45.81 46.47 47.13 47.78 48.43 49.07 49.71 50.35 50.98 0.6 51.61 52.23 52.85 53.46 54.07 54.67 55.27 55.87 56.46 57.05 0.7 57.63 58.78 59.35 59.91 60.47 62.11 0.8 58.21 61.02 61.57 62.65 0.9 63.19 63.72 64.24 64.76 65.28 65.79 66.29 66.80 67.29 67.78 71.54 71.99 72.43 1.0 68.27 68.75 69.23 69.70 70.17 70.63 71.09 76.20 76.60 1.1 72.87 73.30 73.73 74.15 74.57 74.99 75.40 75.80 77.37 77.75 78.13 78.50 78.87 79.23 79.59 79.95 80.29 1.2 76.99 80.98 81.32 81.65 81.98 82.30 82.62 82.93 83.24 83.55 1.3 80.64 1.4 83.85 84.15 84.44 84.73 85.01 85.29 85.57 85.84 86.11 86.38 1.5 86.64 86.90 87.15 87.40 87.64 87.89 88.12 88.36 88.59 88.82 1.6 89.04 89.26 89.48 89.69 89.90 90.11 90.31 90.51 90.70 90.90 91.09 91.27 91.46 91.64 91.81 91.99 92.16 92.33 92.49 92.65 1.7 92.81 92.97 93.12 93.28 93.42 93.57 93.71 93.85 93.99 94.12 1.8 1.9 94.26 94.39 94.51 94.64 94.76 94.88 95.00 95.12 95.23 95.34 95.56 95.66 95.76 95.86 95.96 96.06 96.15 96.25 96.34 2.0 95.45 2.1 96.43 96.51 96.60 96.68 96.76 96.84 96.92 97.00 97.07 97.15 2.2 97.22 97.29 97.36 97.43 97.49 97.56 97.62 97.68 97.74 97.80 2.3 97.86 7.91 97.97 98.02 98.07 98.12 98.17 98.22 98.27 98.32 2.4 98.36 98.40 98.45 98.49 98.53 98.57 98.61 98.65 98.69 98.72 98.89 98.92 98.98 99.01 2.5 98.86 99.04 98.76 98.79 98.83 98.95 2.6 99.07 99.09 99.12 99.15 99.17 99.20 99.22 99.24 99.26 99.29 99.33 99 35 99.37 99.39 99 40 99.42 99.44 99.46 99.47 2.7 99.31 99.61 2.8 99.49 99.50 99.52 99.53 99.55 99.56 99.58 99.59 99.60 2.9 99.63 99.64 99.65 99.66 99.67 99.68 99.69 99.70 99.71 99.72 3.0 99.73 3.5 99 95 4.0 99.994 4.5 99.9993 5.0 99.99994Electrical Current I(t) in some discharging circuit is expected to decay linearly with time, according to the formula: I(t) = Io - at, where Io = I(t = 0) and a is a constant. Graph below shows two measured data points. (a) Find I and t values corresponding to these two measurements and their uncertainties (you can neglect t-axis uncertainty for the first data point). (2 points) (b) Find the best estimate of constant a and its uncertainty, Aa. (8 points) 12 10- 8 I [A] 4 2 0.00 0.05 0.10 0.15 0.20 t [sec]
