TFW 11:23 AM 75% Done matlab project 4.htm Exercise 7 1. Plot various graphs of the gix) until you find the range of g, [O,b]. Enter the value of b with at least 1 digit to the right of the decimal point. (Remember, arrows dont bounce up this mathematical model is only valid until the arrow first hits the ground.) Enter a number received 1 points 2. Now make a plot containing the trajectories of both models. Label the individual plots. Upload your image file here. Consult the manual for more points An upload file has been saved. Click here to see it. 3. From your graph estimate the maximum height of the arrow if there is no wind Enter a number recelved (g1 100% of points 4. From your graph estimate the maximum height of the arrow if there is wind Enter a number received e 100% of 4 Extra credit problem To be handed in on a separate sheet of paper.) It can be shown that the maximum range for the arrow if there is no wind resistance happens when q p/4. However, this is not the case for the model with wind resistance. By exploring around with different values of q, find a value of q that maximizes the trajectory. TFW 11:23 AM 75% Done matlab project 4.htm Exercise 7 1. Plot various graphs of the gix) until you find the range of g, [O,b]. Enter the value of b with at least 1 digit to the right of the decimal point. (Remember, arrows dont bounce up this mathematical model is only valid until the arrow first hits the ground.) Enter a number received 1 points 2. Now make a plot containing the trajectories of both models. Label the individual plots. Upload your image file here. Consult the manual for more points An upload file has been saved. Click here to see it. 3. From your graph estimate the maximum height of the arrow if there is no wind Enter a number recelved (g1 100% of points 4. From your graph estimate the maximum height of the arrow if there is wind Enter a number received e 100% of 4 Extra credit problem To be handed in on a separate sheet of paper.) It can be shown that the maximum range for the arrow if there is no wind resistance happens when q p/4. However, this is not the case for the model with wind resistance. By exploring around with different values of q, find a value of q that maximizes the trajectory