Reference no: EM131326194
ASSIGNMENT
For this homework you will be creating scripts in SciLab. You will turn in electronically, each of the scripts requested below. This is not a group project, so do your own work. Contact me if you have any questions.
1.) Write a Scilab script named Prob_01.sce, that takes no inputs and returns the vectors below.
Use the colon operator to create a vector starting with -9 and ending with 52 in increments of 0.5.
Use the linspace function to create a vector of length 12 that is linear spaced from 15 to 70.
2.) Write a Scilab script named Prob_02.sce, that will take in any size vector and return the following information:
The sum of the values in the vector
The smallest number in the vector and its location
The largest number in the vector and its location
The average of the vector
The length of the vector
The transposed version of the vector
A 1x2 vector containing the first and last value of the vector
3.) Write a Scilab script named Prob_03.sce, that will take in any size matrix and return the following information:
The sum of the values in the matrix
The smallest number in the matrix and its location
The largest number in the matrix and its location
The average of the matrix
The size of the matrix
The transposed version of the matrix
The inverse of the matrix
A 1x2 vector containing the first and last value of the matrix
4.) Write a SciLab script named Prob_04.sce, that takes no inputs and returns a 15x15 matrix of all zeros, with the major diagonal containing the values of 12 using the ones() and diag() functions.
5.) Write a SciLab script named Prob_05.sce, that takes no inputs and returns a vector solving the following system of equations using matrix operations.
x + y - z = 6 2x - y + 2z = 3
3x + 2y + 5z = 35
6.) Write a SciLab script Prob_06.sce, that will graph each of the following equations using the subplot command. Remember to name each plot, label the axis with the correct units, and include the grid.
Radius = 0 to 10 cm in 0.1 cm increments.
Volume of a cube = Radius3
Area of a Circle = π*Radius2
Perimeter of a Circle =2π*Radius
Volume of a Sphere = (4/3)π*Radius3
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