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Write a program that will solve the problem specified above( for the rocket). However, lit user of your program is to insert the starting height, and the time the rocket travels.
Due to ballistics, the rocket reaches maximum height after 30 seconds, so the maximum time should never be above 30.
Using arrays. calculate and then display the altitude, acceleration, and velocity of the rocket in one scouted intervals up to the user input value.
The user will determine whether to end the program, or enter another amount of time. Provide error chocking as appropriate in the program.
Save the program to your disk as a file called "rockethas' in the Q14 directory on your disk. Turn in the flowchart with the disk.
Write a MATLAB program to compute how much money will accumulate in 5 years in the account and in any CDs you buy. Run the program for two different savings interest rates: 4 percent and 5 percent.
In this simulation we are going to explore the design of a recursive digital filter which might be usedvin a digital radio station. The sampling frequency used in digital radio (DAB) is either 48 kHz or 24 kHz and for the purposes of this simulation,
Write a matlab function to perform gauss-jordan elimination with pivoting. Modify the pivoting so that it is using the row with the highest absolute value rather than the first non-zero row.
Generate by measdata.m an array A withsize (365,24), containing temperature measurements for an entire year [1 January,..., 31 December], 24 hours a day [00.00h,...,23.00h].
Write MATLAB scripts for to accept two numbers from the user; Display all prime numbers between these two numbers.
Write a script that will prompt the user for the Reynolds number of a flow and will print the region the flow is in.
Plot the pressure surface versus latitude and longitude as a surface plot
Write the algorithm and draw the flowchart for each problem
Calculate an approximation to the energy consumed over the period and calculate an approximation to the energy consumed over the period t = a to t = b.
Simulate 2000 coin flip experiments with a biased coin with "success" probability (chance of 1) p = 1=5. Plot an outcome of the proportion of successes with respect to the number of coin flips. Supply your code.
Write a menu driven Matlab script named grades that will let the user.
If b=3, a=6 how many loops would the given program do? what will be the out put for z(4)? what would be size (in rows and columns) for variables z, i and b?
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