[Table title here] Run Run Run # 1 Run #1 #1 he 1 Set 70 70 BI| "B-theory" B-radial 70 Outp Outp B-ax ut Vol at Cu "B-theory tage al B-radial Run #1 trent 65 (gauss) (V) (gaus (A) (gauss) Set 5) 60 1 -2.233E-4 -0.005 -1.96 60 2.88 1.41 2 1.001 2.96 7.59 1.45 55 55 55 2,002 0.021 7,80 12.00 1.44 Linear 4 2.995 0.034 12.68 16.29 1.41 50- 50 mx + b 50 5 3.995 0.047 17.58 20.51 1.41 m = 334 + 0.43 6 4.989 0,060 45 45 22.44 24.79 b = 4.83 + 0.048 1.52 5.990 0.073 27.83 29.16 1.48 r = 1,000 40 40 5,983 0.086 32.17 33.49 1.42 B-axial (gauss) 7.984 0.099 37.07 37,89 1.39 B-radial (gauss 35 "B-theory" (gauss) 10 8,977 0.112 41,92 42.32 1.77 1 1 9.976 0.125 46,79 46.67 1.51 30 30 12 10.969 0.138 51.64 50.93 1.76 Linear 25 13 11.969 0.151 56.46 55.22 25 25 1.83 mx + b 14 12.961 0.164 61.27 59.61 1.78 m = 374 $ 4.6x10 14 20 20 b = 1.55x10 14 + 5,1x10 13 20 15 13.961 0.177 66.09 63.86 1.91 f = 1.000 16 14.954 0.189 70.85 68,19 1.83 15 15 15 10 10 10 Experiment 6.2 Magnetic field in solenoid 5 Lab section: 0 Date: 0.00 0.04 5.08 0.12 0.16 Name: Output Current (A) aph title here] TA's signature: Figure 7 Magnetic field in solenoid ---- comparison of B-axial with B-theoryQuestions 1. Is the magnetic field B-axial positive or negative? Why? If it is negative, how to make it positive for plotting B vs I using Capstone? 2. What are the units of the fitting slope and intercept in Fig. 7?70 70 BI| "B-theory" | B-radial 70 65 65 Run #1 Set 65 60 60 55 55 55 50 50 Linear mx + b 50 m = 334 + 0.43 45 45 b = 4.83 + 0.048 45 r = 1,900 40 40 40 B-axial (gauss) B-radial (gauss) 35 35 35 "B-theory" (gauss) 30 30 25 25 Linear mx + b 25 m = 374 + 4.6x10 14 20 20 b = 1.55x10 14 + 5.1x10 13 20 15 r = 1.000 15 15 10 10 10 5 O 0.00 0.04 0.08 0.12 0.16 Output Current (A)