LCM( 1766, 1384544 ) = 1384544
Step 1 : Write the given numbers in a horizontal line.
1766 | 1384544 |
Step 2 : Divide the given numbers by smallest prime number. In this example we can divide by 2.
(if any number is not divisible by 2, write it down unchanged)
2 | 1766 | 1384544 |
883 | 692272 |
Step 3 : Continue dividing by prime numbers till we get 1 in all columns.
2 | 1766 | 1384544 |
2 | 883 | 692272 |
2 | 883 | 346136 |
2 | 883 | 173068 |
2 | 883 | 86534 |
7 | 883 | 43267 |
7 | 883 | 6181 |
883 | 883 | 883 |
1 | 1 |
Step 4 : Multiply numbers in first column to get LCM.
LCM( 1766, 1384544 ) = 2 · 2 · 2 · 2 · 2 · 7 · 7 · 883 = 1384544 .
This solution can be visualized using a Venn diagram.
The LCM is equal to the product of all the numbers on the diagram.