Laboratory work at matlab
1 .Create a vector consisting of equated whole numbers in
range from 5 to 12*N with step 2.Determine the length of the vector.2ndCreate a 4 x 3 matrix consisting of random numbers.
equally distributed in the range from 0 to N. For this matrix calculate
the average squares of lines, columns and the whole massive.ThreeIn the mass M1=[8-N 4 0;5 0 2*N; 0 1 N-4] using the find function
Find elements that are more than 0 and less than N.
4 .For the magical matrix M size (N+5) x (N+5) calculate:
• transposed matrix;
• maximum and minimum elements of the columns;
• the amount of all parts;
• a vector matching the third column of M;
• a single matrix of the same size as M;
• the landed work of M and E+2;
• combine the matrix E and M by horizontal;
Convert the result of the combination into a vector.and 5.Create the M-function for the processing of a vector of arbitrary length.Results
The processing:
The length of the vector;
• the amount of vector elements;
• Minimum value;
• Maximum value of the item;
• the size of the elements; 2
• the average value of the elements;
Medium Quadratic Abstinence of Elements.6 .Create a mass of structures from 2-3 records for the storage of passports
the data of the constant current engines in the fields place the following information:
• the model;
• Nominated power;
• Nominated current;
• Resistance to acne swelling;
• Nominated speed.7 .Calculate to:
x, variing between 1 and 10 with step 1;
= 2 + 4
a random vector e of the same length, distributed by
normal law with average 0 and average quadratic
Disadvantage 1.Building the Dependency:
= 1() - a smooth green line;
• + = 2() - red stars.Parameters of the graphic window: the boundaries of the axis X(-1...12), Y(0...45); remove the network,
Legends and headlines.
Applications 1
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