Friday 15 June 2012

How to use Matrix Multiplication Calculator

In the previous post we have discussed about Side angle Side Theorem and In today's session we are going to discuss aboutIn this blog we are going to discuss about the matrix multiplication calculator. It is a online tool for performing the multiplication operation on the given two matrixes that are define in the given text box of the calculator. The main concepts of calculating the multiplication of matrixes are not same as the general multiplication method. As we know if there are simple two numbers as a and b then a * b is equal to
b * a or a * b = b * a. That shows the commutative property of the Multiplication. But one thing you should keep in your mind that multiplication of the matrixes are not commutative. If we have two matrix p [] and q [] then p [] * q [] not equal to q [] * p [] . The most commonly used matrix multiplication dimension is 2 dimensional matrixes.  (know more about Matrix Multiplication Calculator, here)
When in the matrix multiplication both of the matrixes are of different dimensions then one thing must be noted that the number of columns of first matrix is equal to the number of rows of second matrix. It is define as if there are two matrix x [2] [3] then in the second matrix y the number of rows are equal to the 3 that is the number of columns of first matrix so y [3] [4] or y [3] [2] or…. Y [3] [n] where n is any number for defining the columns in the second matrix y.
We define the matrix multiplication as
  [ a11 a12    [ b11 b12      =  [a11 b11 + a12 b12    a11 b12 + a12 b22
    a21  a22 ]      b21  b22]       a21 b11 + a22 b21     a21 b12 + a22 b22]
Matrix multiplication calculator helps the students to multiply the entered matrix in short period of time and accurately. Formula for circumference of a circle helps in calculating the circumference of a circle. CBSE syllabus provide  the guidelines about the topics to their related subjects that helps the students for proper study.  

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