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A mass m of 400g hangs from the rim of a wheel of radius=15cm when released from rest the mass falls 2m in 6.5 sec. Find the moment of inertia of the wheel.
- A 2.7 kg ball is thrown upward with an initial speed of 20.0m/s from the edge of a 45.0m high cliff. At the instant the ball is thrown, a woman starts running away from the base of the cliff with a constant speed of 6.0m/s. The woman runs in a straight line on level ground, and air resistance acting on the ball can be ignored .(a) At what angle above the horizontal should the ball be thrown so that the runner will catch it just before it hits the ground, (b) How far does the women run before she catches the ball
A spacecraft orbiting a planet goes out of control and starts falling towards a planet. The spacecraft falls 1200 meters in the first 10 seconds after which the retro-rocket fires and the craft starts to accelerate upwards at 0.5 g 9( 1 g = 9.81 m/s²)

a. How long after the rocket fires does the craft stop falling?
b. How much further does the craft fall before stopping?
c. How many seconds after the rocket fires does the craft reach its original point?
In a quarter-mile drag race, two cars start simultaneously from rest, and each accelerates at a constant rate until it either reaches its maximum speed or crosses the finish line. Car A has an acceleration of 11.7 m/s2 and a maximum speed of 109 m/s. Car B has an acceleration of 11.1 m/s2 and a maximum speed of 92.0 m/s. Which car wins the race, and by how many seconds?
Sally travels by car from one city to another. She drives for 20.0 min at 80 km/h, 12 min at 105 km/h, and 45 min at 40 km/h. She spends 13.0 min eating lunch and buying gas.Determine the average speed for the trip.
For each of the following programs,
 write the algorithm,
 draw the flow chart to solve the problem,
 and write the MATLAB Program with detailed comment.
Consider a set of N numbers, myArray, (represented as a row vector) which is not ordered. Write a function myStats which takes myArray and an integer k such that 1≤k≤N and returns the kth largest and kth smallest element in myArray. Your function should ensure the function is called with valid number of arguments and the validity of the arguments itself. Also note that, you cannot use any built-in functions to order the elements within myArray. You should write your own code to order the data, if necessary.
Function Name: erosion
Inputs (3): - (double) An MxN array representing the heights of the topsoil in a particular area
- (double) An MxN array representing the heights of the bedrock in the same area underneath the topsoil
- (double) An erosion factor
Outputs (1): - (double) An MxN array representing the new heights of the topsoil with the applied erosion factor
Function Description:
Write a function that takes in arrays representing the heights of topsoil and bedrock of the same area and an erosion factor, and outputs the new heights of topsoil with the applied erosion factor. Assume that the topography is uniformly eroded by subtracting the erosion factor from each element of the topsoil array. Since topsoil erodes much more easily than bedrock, the erosion factor can completely erode the topsoil but should not affect the bedrock. For example, for a particular spot that has a topsoil of 34, bedrock of 0, and erosion factor of 26, the new height should be 10 and not 8.
A spaceship orbits the moon at height of 20000 m. assuming it to be subject only to the gravitational pull of the moon, find its speed and the time it takes for one orbit.
Write a single program that calculates the arithmetic mean (average), rms average, geometric mean
and harmonic mean for a set of n positive numbers. Your program should take two values xlow and
xhigh and generate 10000 random numbers in the range [xlow...xhigh], and should print out arithmetic
mean (average), rms average, geometric mean and harmonic mean.
The Birthday Problem: The birthday problem is stated as follows:
If there is a group of n people in a room, what is the probability that two or more of them having same birthday? It is possible to determine answer to this question by simulation. (Hint: You can generate random dates, n times and determine the fraction of people who born in a given day). Write a function that determines the answer to this question by simulation. The program you write can take n as the input and prints out the probability that two or more of n people will have the same birthday for n=2,3,4…. 40
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