arrays, multidimensional arrays, operations

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    Array Represenation:

     

    % Assigning array elements row wise t

    a variable A

    % Assigning array elements to a

    variable A using ( : ) Operator

    % Assigning array elements to a

    variable A using ( : ) Operator with stepincrement of 2

    %Arrange array elements in to column

    vector

    % Assigning array elements column

    wise to a variable A

    Expt.No. ARRAYS, MULTIDIMENTIONAL ARRAYS AND OPERATIONS

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    Date:

    Aim:

    To understand the basic logic behind Matrices and its Operations using Matlab tool.

    Softwares Reqire!:

    Matlab R2015a

    "ar!ware Reqire!:

    A personnel Computer.

    Pro#e!res:

    1. Open matlab File.

    2. Type the program in the editor indo.!. "a#e the $ile ith .m %&tension and run

    the program.

    '. (eri$y the output in the command )indo.

    T$eor%:

    Arrays are container ob*ects $or storing data. +n

    contrast to tables, the indices must be se-uences o$  

    integers. )hile tables may gro in sie dynamically,

    the number o$ entries in an array created by array is$i&ed.

    A "calar is a /1 & 1 Matri& containing single

    element only. A column #ector is an /m & 1 matri& that

    has m number o$ ros but single Column only. A

    Ro #ector is an /1 & n matri& that has n number o$  

    columns but single ro only.

    A 1dimensional array is printed as a ro #ector. The

    inde& corresponds to the column number.

    A 2dimensional array is printed as a matri&. The $irst

    inde& corresponds to the ro number and the second

    inde& corresponds to the column number.

    Array Operations

    % Assigning array

    elements row wise to a

    variable A

    % Assigning array

    elements row wise to avariable B

    % Adding elements in A

    with B

    % ubtracting elements

    in A from B

    % !ultiplying elements

    in A with B ("lement by

    "lement)

    % #ividing elements in A

    with B ("lement by

    "lement)

    3Ta4ing Transpose o$

    3 !ultiplying elements

    in A with $

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    !ulti #imensional Array Representation and

    Operation:

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    %Assigning matri elements to

    &ariable A

    %Assigning matri elements to

    &ariable B

    %Adding matri elements of A with

    B

    %ubtracting matri elements of A

    from B%!ultiplying matri elements of A

    with B

    %!ultiplying element by element

    matri elements of A with B

    %#ividing element by element

    matri elements of A with B

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    Array 'ndeing:

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    Appending !atrices:

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    Appending !atrices using cat *unction:

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    Reshaping !atrices:

    #eleting !atrices:

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    Result: