Please answer the questions using MATLAB. Posing the answers is just fine dont need to explain everything. Thank you!

Exercise 7: 1. plot various graphs of the g(x) until you find the range of g, [0,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 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 information Choose File No file chosen 3. From your graph estimate the maximum height of the arrow if there is no wind resistance. Enter a number 4. From your g raph estimate the maximum height of the arrow if there is wind resistance Enter a number Next, we consider the model with wind resistance. To keep matters simple, we assume k-1/2. Then our formula for the trajectory when -z/4 becomes, in MATLAB, > thota pi/4: /2 provided you have defined values for x Exercise 7 1. Plat various graphs of the g(x until you find the range of g a b Enter the value of b with at least 1 di it to the right of the decima point. emember, arrows on ounce up this mathematical model isl on / y lid until the arrow first hits the ground Enter a number 2. Now make a plot containing the trajectories of both models. Label the individual plots Uploadd your image lile here. Consull the mnual for more information. Choose File No file chosen 3. From your graph estimale the maxiurm height of the arow if here is no wind resistance Enter a number 4. From your graph estimate the maximum height of the arrow if there is wind resistance Enter a number Exercise 7: 1. plot various graphs of the g(x) until you find the range of g, [0,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 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 information Choose File No file chosen 3. From your graph estimate the maximum height of the arrow if there is no wind resistance. Enter a number 4. From your g raph estimate the maximum height of the arrow if there is wind resistance Enter a number Next, we consider the model with wind resistance. To keep matters simple, we assume k-1/2. Then our formula for the trajectory when -z/4 becomes, in MATLAB, > thota pi/4: /2 provided you have defined values for x Exercise 7 1. Plat various graphs of the g(x until you find the range of g a b Enter the value of b with at least 1 di it to the right of the decima point. emember, arrows on ounce up this mathematical model isl on / y lid until the arrow first hits the ground Enter a number 2. Now make a plot containing the trajectories of both models. Label the individual plots Uploadd your image lile here. Consull the mnual for more information. Choose File No file chosen 3. From your graph estimale the maxiurm height of the arow if here is no wind resistance Enter a number 4. From your graph estimate the maximum height of the arrow if there is wind resistance Enter a number