(Solved) : 3 Parts One Problem Instead 3 Different Problems Allowable Chegg Policy Please Write Code Q37265258 . . .
3 parts to one problem instead of 3 different problems whichis allowable under Chegg Policy
Please write code in MATLAB. Thanks!
(7pts) Ship A travels South at a speed of 8 miles/hour, and a ship B travels East at a speed of 16 miles/hour. At 7AM the ships are positioned as shown in the figure: Ship A Ship B 14 miles 25 miles Plot the distance between the ships as a function of time for the next 4 hours. The horizontal axis should show the actual time of day starting at 7:00AM, while the vertical axis shows the distance. Label the axes. Add a horizontal 8-mile visibility line on you graph. Compute a time window wher people from two ships can see each other. Show it (as a text string)in your plot (3pts) A circular staircase can be modeled by the parametric equations where R is the radius of the staircase, h is the height of the floors, and n is the number of revolutions that the staircase makes in each floor. A building has 2 floors with h-3m (9ft). Make plots of two possible staircases: one with R-1.5m (4.5ft) and n-3, and the other with R-4m (12ft) and n-2. Plot two staircases on the same plot. Use different line styles and add a legend. (Spts) Consider the following mode shape for a solid circular membrane clamped along its outer boundary (r-1) where (r.p) are the polar coordinates of any point on the membrane, and J(x is the Bessel function of the first kind of order1 (its syntax is besselj (1,x)).(The value 3.8316 represents one of the natural frequency coefficients for this membrane.) First, create the hundred-element vectors re(0:1] and φεΟ;2π] and cormpute the values of function z on this grid. Then, compute the Cartesian coordinates of grid nodes as x-rcos(p) and y- rsin(p). Make those values of z that are less than-0.2 or greater than .2 equal to NaN. Finally use the mesh function to show your “damaged” membrane. Show transcribed image text (7pts) Ship A travels South at a speed of 8 miles/hour, and a ship B travels East at a speed of 16 miles/hour. At 7AM the ships are positioned as shown in the figure: Ship A Ship B 14 miles 25 miles Plot the distance between the ships as a function of time for the next 4 hours. The horizontal axis should show the actual time of day starting at 7:00AM, while the vertical axis shows the distance. Label the axes. Add a horizontal 8-mile visibility line on you graph. Compute a time window wher people from two ships can see each other. Show it (as a text string)in your plot (3pts) A circular staircase can be modeled by the parametric equations where R is the radius of the staircase, h is the height of the floors, and n is the number of revolutions that the staircase makes in each floor. A building has 2 floors with h-3m (9ft). Make plots of two possible staircases: one with R-1.5m (4.5ft) and n-3, and the other with R-4m (12ft) and n-2. Plot two staircases on the same plot. Use different line styles and add a legend. (Spts) Consider the following mode shape for a solid circular membrane clamped along its outer boundary (r-1) where (r.p) are the polar coordinates of any point on the membrane, and J(x is the Bessel function of the first kind of order1 (its syntax is besselj (1,x)).(The value 3.8316 represents one of the natural frequency coefficients for this membrane.) First, create the hundred-element vectors re(0:1] and φεΟ;2π] and cormpute the values of function z on this grid. Then, compute the Cartesian coordinates of grid nodes as x-rcos(p) and y- rsin(p). Make those values of z that are less than-0.2 or greater than .2 equal to NaN. Finally use the mesh function to show your “damaged” membrane.
Expert Answer
Answer to 3 parts to one problem instead of 3 different problems which is allowable under Chegg PolicyPlease write code in MATLAB….
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