Example: Matrix Products


The example below demonstrates how to use the Matrix Products program.


Example

Multiply the following matrices.

matprod

Procedure

Press

Display


Select the program. [ RUN ] { MTH }
{ --> } { MAT } { A*B }
{ NEW }
D_JyiYGu
Enter the number of rows in matrix A 3 { rA } D_Qozhhl
Enter the number of columns in matrix A 3 { cA } D_j3OEVn
Enter the number of columns in matrix B 2 { cB } D_bjQHOj
Proceed with program { EOD } D_w2qTrW
Enter the A matrix 12 { ENT } D_6PgNlP
9 { ENT } D_FUxj8I
12 { ENT } D_93H6li
3 { ENT } D_jWMx0Z
10 { ENT } D_tkpzIy
3 { ENT } D_CNyfXi
4 { ENT } D_Qgnjnc
7 { ENT } D_9XfX0n
5 { ENT } D_wqgyT5
Proceed with program { EOD } D_7CtDiU
Enter the first column of matrix B 3 { ENT } D_WIQxXY
4 { ENT } D_QV8SkP
4 { ENT } D_tjKLJX
Proceed with program { NO } D_BbAGYG
View the first column of matrix C { NXT } D_fHLzZ3
{ NXT } D_LQc08N
{ NXT } D_0UIsut
Enter the second column of matrix B { NXT }
8 { ENT }
D_wwxaMy
9 { ENT } D_OxAIsG
8 { ENT } D_jcTTa7
Proceed with program { NO } D_nKi6M6
{ NXT } D_2UOXsV
{ NXT } D_q9mt3l
{ NXT } D_y8Ux2y
Reuse matrix A { NXT } { OLD } D_KYHqAH
Enter the number of columns in matrix B 1 { cB } D_Le3B03
Proceed with program { EOD } D_2CuhXU
Enter the first column of matrix B 5 { ENT } D_iTEAzY
4 { ENT } D_Oiyp9B
4 { ENT } D_hbxSOY
Proceed with program { NO } D_j9Msq4
View matrix C { NXT } D_hvrb7c
{ NXT } D_oT8OSu
{ NXT } D_YMvCI2

The two resulting C matrices are:

matprodres



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