Please
select section below... |
![](images/01-Home-Page_35.jpg) |
![Introduction](images/section1.jpg) |
![](images/01-Home-Page_37.jpg) |
![](images/01-Home-Page_42.jpg) |
![](images/01-Home-Page_43.jpg) |
![Finding the Lowest Common Denominator](images/section2.jpg) |
![](images/01-Home-Page_45.jpg) |
![](images/01-Home-Page_46.jpg) |
![](images/01-Home-Page_47.jpg) |
![Arithmetic Sequence and Series](images/section3.jpg) |
![](images/01-Home-Page_49.jpg) |
![](images/01-Home-Page_50.jpg) |
![](images/01-Home-Page_51.jpg) |
![Finding Unit Digits of x^n](images/section4.jpg) |
![](images/01-Home-Page_53.jpg) |
![](images/01-Home-Page_54.jpg) |
|
|
![](images/01-Home-Page_28.jpg) |
FINDING
THE LOWEST COMMON DENOMINATOR (LCD) |
|
Once you have the prime factorization
of each, start with all the prime factors of the first number, in this
example the number 6.
So, the LCD = 2 • 3 • ?
Now look at all the prime factors of the second number, in this example
the number 9. Ask yourself, “Are all the prime factors of 9 represented
in the LCD?” Answer, “No!” The number 9 has two prime
factors of 3 but only one factor of 3 is represented.
|
|
|
|
|