Manuals/calci/MATRIXSCALAROPERATION

MATRIXSCALAROPERATION (a,afactor,Operation)

• $a$ is any matrix.
• $afactor$ is any constant value.
• $Operation$ is any operation to do with the matrix.

Description

• This function is doing any operation with the scalar value for the given matrix.
• In $MATRIXSCALAROPERATION(a,afactor,Operation)$, $a$ is any matrix.
• $afactor$ is the any constant value.
• $Operation$ is any operation to do with the matrix.
• To do any operation between two matrices,the order of the matrices to be considered.
• But while doing any operation with the scalar value order of matrix is not considered.
• To do any operation for the matrix with a constant value,then simply doing any operation with the scalar value and each entries in the given matrix.
• Here operation means not only the arithmetic operation like addition,subtraction,multiplication and division.
• Along with that we can do the operations like log,exp ,power and so on.

Examples

1. MATRIXSCALAROPERATION([[3,4,5],[10,12,18],[23,-67,123.5]],17,"+")

20	21	22
27	29	35
40	-50	140.5

2. MATRIXSCALAROPERATION([[23,87,-10,34,67.2],[12,-15,22,90.6,132]],34,"*")

782	2958	-340	1156	2284.8
408	-510	748	3080.3999999999996	4488

3. MATRIXSCALAROPERATION([[12,14,27],[-78,34,65]],5,"LOG")

1.5439593106327716	1.6397385131955606	2.047818583457956
NaN	2.1910509857959815	2.5936926411670824

See Also

• MATRIXSCALARADD
• MATRIXSCALARMULTIPLY
• MATRIXSCALARLOG

References

• Multiplication
• Natural Logarithm

• List of Main Z Functions

• Z3 home