Give me an example where this computational knowledge on how to calculate geometric mean distance is used in actual work. Answer no. 1 – It is use in transmission tower design calculation.

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# Formula and Calculator

## Geometric Mean

## Matrix 4 x 4

## Matrix 3 x 3

## Matrix 2 x 2

## Logarithm

## Factorial

## Polynomial Equation

## Cube Root

## Cube Power

## Equivalent Polynomial

l forgot the formula and my calculator – No Worry

Give me an example where this computational knowledge on how to calculate the determinant of 4 x 4 matrix is used in actual work.

Give me an example where this computational knowledge on how to calculate the determinant of 3 x 3 matrix is used in actual work.

Give me an example where this computational knowledge on how to calculate the determinant of 2 x 2 matrix is used in actual work.

Log _{10} 1000 = ?

Log _{e} 1000 = ?

Log _{2} 1000 = ?

What is 5 ! = ?

What is 8 ! = ?

What is 12 ! = ?

Find the solution set for a polynomial equation

f ( x ) = X ^{4 } + 5 X ³ + 8 X ² + 9 X + 6

What is the cube root of ³√729 = ?

What is the cube root of ³√39,304 = ?

What is the cube root of ³√0.015625 = ?

What is 9 ³ = ?

What is 12 ³ = ?

What is 0.5 ³ = ?

Write the equivalent polynomial of the following mathematical expression.

( X – 5 ) ( X + 5 ) = 0

( 3X – 0.33 ) ( 2x + 1.5 ) = 0

( X + 4 ) ( 2 x + 9 ) = 0

( 0.5 X + 0.75 ) ( 4X +10 ) = 0