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y meters y1 (right) 0.00302 y2 (right) 0.00557 y3 (right) 0.00806 v4 (right) 0.0106 y5 (right) 0.01339 v1 (left) 0.00243 y2 (left) 0.00564 v3 (left)
y meters y1 (right) 0.00302 y2 (right) 0.00557 y3 (right) 0.00806 v4 (right) 0.0106 y5 (right) 0.01339 v1 (left) 0.00243 y2 (left) 0.00564 v3 (left) 0.00812 v4 (left) 0.01016 V5 (left) 0.01347 L=93cm 1)Use the measured values and Figure 3 to use the geometry of the experimental setup 1o calculate the angles Bmax m Z)Note that the angle measurements are in radians when solving for an inverse trig function. Excel uses only radians when calculating trig function so use these values to determine sines and tangents of the angles. 3)With the angle measurements (in radians), use the diffraction equation to solve for the wavelength of the laser light in meters. Now do the values of calculated wavelengths compare to the provided wavelength of 650nm = 650x10*-9 m = 6.50 x 10*-7 m. 4)Find the average and the standard deviation of the different 'm' calculated wavelength values. How many of these values fall within 1 or 2 stdev of the known value? What does this mean to the accuracy and precision of the experiment
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