Manuals/calci/MATRIXSCALARPOWER

MATRIXSCALARPOWER(a,afactor)

• $a$ is any matrix.
• $afactor$ is any constant value.

Description

• This function is calculating the constant power value of given matrix.
• In $MATRIXSCALARPOWER(a,afactor)$, $a$ is any matrix, $afactor$ is the power value.
• The power of a number indicating how many times we have to multiply the number.
• Power is also called Exponents or Indices.
• Anything raised to the power 0 is equal to 1.
• To do any operation for the matrices,the order of the matrices are to be considered.
• But doing any operation with the scalar value the order of matrix is not to be considered.
• To find the constant power value of the matrix,then each entries in the matrix is get powered with the constant value.

Examples

1. MATRIXSCALARPOWER([[12,18,24],[67,45,-32],[90,123,34.3]],8)

429981696	11019960576	110075314176
406067677556641	16815125390625	1099511627776
4304672100000000	52389094428262880	1915812313805.6628

2. MATRIXSCALARPOWER([[45,542,176,10,23],[16,29,-76,22.2,65]],12)

68952523554931640000	6.4267504770646865e+32	8.833890542456054e+26	1000000000000	21914624432020320
281474976710656	353814783205469060	3.71332624731955e+22	14329653645048356	5.688009063105713e+21

Related Videos

POWER

See Also

• MATRIXSCALARADD
• MATRIXSCALARMULTIPLY
• MATRIXSCALARLOG

References

• Power

• List of Main Z Functions
• Z3 home