[Solved]Question 2 150 Points Volume Right Cylinder Given Equation V Surface Area Cylinder S 2trh Q37149872

program in matlab
itshould look like this
part2
Question 2 (150 Points) The Volume of a right cylinder is given by the equation: V Surface Area for the cylinder is S = 2trh + 2tr2 r2h, where r is the radius and h is the height. The In a well-documented MATLAB script, Ex02.m, construct a two-dimensional surface over a meshgrid of radi R and heights H that range from 0 to 10 meters – with increment steps of 1 meter. Submit a subplot ExQ2.fig to illustrate as shown below. the far right of each surface, while the third row is a cut along the respective back sides. Subplots in the second and third rows represent slices from the surfaces. The second row is a cut along · Use logical indexing techniques to determine the radius and height where the condition that the Volume exceeds 600 cubic-meters and the Surface Area is less than 425 square-meters. Volume of Right Circular Cylinder Surface Area of Right Circular Cylinder , 2000 a 2000 1000 10 10 10 Height [m Radius [m]Height [m] Radius [m Volume vs Height @Radius 10m Surface Area vs Height Radius 10 m 3000 2000 1000 2000 1000 0 2 4 6 8 10 Height m Volume vs Radius G Height 10 m Height [m Surface Area vs Radius @ Height 10 m 2000 3000 弖2000 1000 0 2 4 6 8 100 24 6 8 10 Question 3 (50 Points) Consider the function fox) sin(). Create an anonymous function named fun inside of vector x between 0.1 and 10, with a step size of 0.001 and plot f(x) vs. x in a file ExO.fig. Find the minimum of the function f(a) between the limits of 1/2 and 10 using MATLAB’s built-in function fminbnd that accepts fun and record that value as a comment within ExQ3.m. Finally, use the anonymous function fun to evaluate the area beneath the curve using MATLAB’s integral function. The limits for the integration are 1/2 to 10 a script ExQ3 for f(x). Form a Grading: Twenty points for the anonymous function definition fun for fCx) in the script ExQ3.m. Ten points for Ex03.fig ptot. Ten points each (20 points total) for finding the minimum and area using fminbnd and integrat in ExQ3.m. Page 2 Show transcribed image text Question 2 (150 Points) The Volume of a right cylinder is given by the equation: V Surface Area for the cylinder is S = 2trh + 2tr2 r2h, where r is the radius and h is the height. The In a well-documented MATLAB script, Ex02.m, construct a two-dimensional surface over a meshgrid of radi R and heights H that range from 0 to 10 meters – with increment steps of 1 meter. Submit a subplot ExQ2.fig to illustrate as shown below. the far right of each surface, while the third row is a cut along the respective back sides. Subplots in the second and third rows represent slices from the surfaces. The second row is a cut along · Use logical indexing techniques to determine the radius and height where the condition that the Volume exceeds 600 cubic-meters and the Surface Area is less than 425 square-meters.
Volume of Right Circular Cylinder Surface Area of Right Circular Cylinder , 2000 a 2000 1000 10 10 10 Height [m Radius [m]Height [m] Radius [m Volume vs Height @Radius 10m Surface Area vs Height Radius 10 m 3000 2000 1000 2000 1000 0 2 4 6 8 10 Height m Volume vs Radius G Height 10 m Height [m Surface Area vs Radius @ Height 10 m 2000 3000 弖2000 1000 0 2 4 6 8 100 24 6 8 10
Question 3 (50 Points) Consider the function fox) sin(). Create an anonymous function named fun inside of vector x between 0.1 and 10, with a step size of 0.001 and plot f(x) vs. x in a file ExO.fig. Find the minimum of the function f(a) between the limits of 1/2 and 10 using MATLAB’s built-in function fminbnd that accepts fun and record that value as a comment within ExQ3.m. Finally, use the anonymous function fun to evaluate the area beneath the curve using MATLAB’s integral function. The limits for the integration are 1/2 to 10 a script ExQ3 for f(x). Form a Grading: Twenty points for the anonymous function definition fun for fCx) in the script ExQ3.m. Ten points for Ex03.fig ptot. Ten points each (20 points total) for finding the minimum and area using fminbnd and integrat in ExQ3.m. Page 2

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Answer to Question 2 (150 Points) The Volume of a right cylinder is given by the equation: V Surface Area for the cylinder is S = … . . .