The experimental force, Fex is the weight that you measured in this experiment. The theoretical force, Fm can be calculated by the conservation of momentum, Fm = pQV{1 cos 6') where 8 is the angle of deflection. Calculate the theoretical force for each measurement and add it to your table. Add a column to each of your tables with the theoretical force [in N). Plot the experimental force versus the impulse [Fan = pQV}. You should have one plot with three different datasets, one for each target angle. Determine the slope of each dataset [you can either find an average or use linear regression, as long as you explain your procedure in the report) Flat Surface Q (m^3/s) W (N) Ay (m) v (m/s) 0.00876 3.8 0.018 111.54 W N P 0.00864 3.8 0.018 110.01 0.00845 3.6 0.018 107.59 0.00774 3 0.018 98.55 0.00610 1.8 0.018 77.67 Semi-Circular Surface Q (m^3/s) W (N) Ay (m) v (m/s) 0.00876 7.2 0.014 111.54 0.00845 6.5 0.014 W N 107.59 0.00789 5.8 0.014 100.46 0.00570 2.8 0.014 72.57 0.00190 0.2 0.014 24.19 Oblique Surface Q (m^3/s) W (N) Ay (m) v (m/s) 0.00828 1.2 0.015 105.42 W N G 0.00794 1.4 0.015 101.09 0.00650 1 0.015 82.76 0.00564 0.8 0.015 71.81 0.00278 0.2 0.015 35.40 Conical Surface Q (m^3/s) W (N) Ay (m) v (m/s) 0.00880 5.9 0.014 112.04 0.00856 5.8 0.014 108.99 0.00788 5 0.014 100.33 0.00666 3.5 0.014 84.80 0.00241 0.3 0.014 30.69