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Question: Define a function that takes two input parameters, a vector of test scores and a scalar passing grade. The function returns the fraction of passing grades as a number in the range [0 1] (so 0.3 means 30% of the grades were passing. Define the function without using any MATLAB library functions.
Write a main program that prompts the user to enter grades in a loop, ending on a negative number, stores the grades in a vector, and asks the user for a passing grade. Ten pass the grade vector and passing cutoff to the function and print the percent of passing grades.
Make this program using MATLAB programming. Create this program in simple way.
Write a MATLAB code to simulate rigid body mechanics. Create a video file of a free falling rod. Neglect effects from drag or loss of kinetic energy. Make sure the rod falls onto one end showing how the rigid body reacts to hitting the ground. Cannot..
The Travelling Salesman problem involves a salesman who has to visit a number of cities in a single closed tour. The salesman always starts and ends the tour in his home city and visits each other city on the tour exactly once.
Define the transformation matrix for each vertex that keeps the approach of the knife normal to the circumference and oriented toward the cut, and makes the cut 1 cm deep.
Determine the steady state conditions at t
Find a general solution of the following differential equation and solve the differential equation
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?
Use the finite difference method to calculate the temperature at the point specified since it is easier.
Create a function that returns true if the input is a numeric matrix and false otherwise.
Write a script that will loop through values of n until the difference between the approximation and the actual value is less than 0.0001.
Create the graph, which contains a piecewise function where a line exists in the first interval, a parabola in the second interval, and the sine function in the third interval.
dydt yt- yt2 1 le t le 2 y1 1approximate the solution to the above initial value problem usinga 2-step
Use MATLAB cross function to obtain the above cross products. Note that the accelerations are known functions of the derivatives of the three coordinates.
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