the 2nd multiple of two numbers is 44 and one of the number is a prime number.find the
(1) L. C. M of the number
(2) the prime numbers
(3) the other number?
44 = 22 * 2
To find the answers to the given questions, let's break down the information provided step by step.
Step 1: Determine the two numbers
We are given that the 2nd multiple of the two numbers is 44. It means we have to find the second multiple (2n) that equals 44. We can write this as an equation:
2n = 44
To find the value of n, we divide both sides of the equation by 2:
n = 44 / 2
n = 22
So, one of the numbers is 22.
Step 2: Find the other number
To find the other number, we need to determine the first multiple of the two numbers. Since we know that the second multiple is 44, we can subtract 44 from itself to get the first multiple:
44 - 44 = 0
Therefore, the other number is 0.
Step 3: Determine the L.C.M. (Least Common Multiple)
To calculate the L.C.M. of the two numbers, we have to find the smallest number that is divisible by both numbers.
In this case, we have two numbers: 22 and 0.
The L.C.M. of any number and 0 is always 0. So, the L.C.M. of 22 and 0 is 0.
Step 4: Find the prime numbers
We are told that one of the numbers is a prime number. Since we know one number is 22, the other number must be a prime number.
So, the prime numbers in this case would be the number other than 22, which is 0.
To summarize:
(1) The L.C.M. of the numbers is 0.
(2) The prime numbers are 0.
(3) The other number is also 0.