Current location - Loan Platform Complete Network - Big data management - Suppose that the greatest common factor of two natural numbers is 2 1. And the least common multiple is 126. What is the sum of these two numbers?
Suppose that the greatest common factor of two natural numbers is 2 1. And the least common multiple is 126. What is the sum of these two numbers?
126÷2 1=6

6=2*3

Or 6= 1*6.

These two figures are respectively

2 1×2=42

2 1×3=63

The sum of these two numbers is

42+63= 105

Or these two numbers are respectively

2 1* 1=2 1

2 1*6= 126

The sum of these two numbers is

2 1+ 126= 147