G 4 7 0 15 5 1 3 0 6 2 17 16 creates matrix 3 by 4 4 by 3 3
     G = [4, 7, 0, 15; 5, -1, -3, 0; 6, 2, 17, 16] creates____ matrix  3 by 4  4 by 3  3 by 3  Write the command to find cosine in radians of a values. Assign these values to aa  >> aa = cos(a)  >> aa = cos d(a)  Write a command to determine the number of elements of vector X.  >> dim(X)  >> size(x)  >> length(X)  If X = (2; -1; 0), Y - [x; 5; 0] will be a ___ vector.  1 by 3  3 by 1  5 by 1  6 by 1  Build a \"row\" vector m that has five elements, each with the value 0.  >> m = zeros(S)  >> m = zeros (1, 5)  >> m = zeros(5, 1)![G = [4, 7, 0, 15; 5, -1, -3, 0; 6, 2, 17, 16] creates____ matrix 3 by 4 4 by 3 3 by 3 Write the command to find cosine in radians of a values. Assign these val  G = [4, 7, 0, 15; 5, -1, -3, 0; 6, 2, 17, 16] creates____ matrix 3 by 4 4 by 3 3 by 3 Write the command to find cosine in radians of a values. Assign these val](/WebImages/40/g-4-7-0-15-5-1-3-0-6-2-17-16-creates-matrix-3-by-4-4-by-3-3-1122847-1761597950-0.webp) 
  
  Solution
Q19:
 G = | 4 7 0 15 |
 | 5 -1 -3 0 |
    | 6 2 17 16 |
   
    It is 3 by 4 matrix. (3 rows, 4 column ) each row is separated by semicolon (;)
   
 Q 20
 aa = cos(a)
 cos a find value in radians
 cosd find value in degrees
Q 21
 length(X) will give number of elements of vector
Q 22
 Y = [ 2
 -1
    0
    5
    0]
   
 It is 5 by 1 vector.
Q 23
 m = zeros(5,1) gives a row vector
(m = zeros(5) give a matrix of 5*5, m = zeros(1,5) gives a coumn vector)
![G = [4, 7, 0, 15; 5, -1, -3, 0; 6, 2, 17, 16] creates____ matrix 3 by 4 4 by 3 3 by 3 Write the command to find cosine in radians of a values. Assign these val  G = [4, 7, 0, 15; 5, -1, -3, 0; 6, 2, 17, 16] creates____ matrix 3 by 4 4 by 3 3 by 3 Write the command to find cosine in radians of a values. Assign these val](/WebImages/40/g-4-7-0-15-5-1-3-0-6-2-17-16-creates-matrix-3-by-4-4-by-3-3-1122847-1761597950-0.webp)
