Given Numbers are 435, 439

We can find the LCM of 435, 439 using the brute force method, prime factorization method, or GCD method.

To use brute force method, list the multiples of 435 and 439

Multiples of 435 =435,870,1305,1740,2175,2610,3045,3480,3915,4350,4785,5220,5655,6090,6525,6960,7395,

Multiples of 439 =439,878,1317,1756,2195,2634,3073,3512,3951,4390,4829,5268,5707,6146,6585,7024,7463,

Now, get the least common multiple of 435, 439 which is 190965

So, the LCM of 435, 439 is 190965.

One method for determining the LCM of 435 and 439 is to compare the prime factorization of each number. You can find the prime factorization for each number by following the instructions below:

Here is 435's prime factorization:

Prime factors of 435 are 3, 5,29.

435 = 3¹×5¹×29¹

And this is 439's prime factorization:

Prime factors of 439 are 439.

439 = 439¹

When comparing the prime factorization of these two numbers, look for the highest power to which each prime factor is raised. In this case, the following primary factors must be considered: 3, 5,29,439

3¹×5¹×29¹×439¹ = 190965

This shows that the LCM of 435 and 439 is 190965.

The first step in determining the Least Common Multiple of 435 and 439 is to generate a list of multiples for each number.

Lets look at the multiples of these two numbers, 435 and 439:

Lets look at the first ten multiples of these numbers, 435 and 439:

435,870,1305,1740,2175,2610,3045,3480,3915,7395 are the first ten multiples of 435.

439,878,1317,1756,2195,2634,3073,3512,3951,7463 are the first ten multiples of 439.

You can continue to list the multiples of these numbers until you find a match. Once you have found a match, or several matches, the Least Common Multiple is the smallest of these matches. The first matching multiple(s) of 435 and 439, for example, are 5220, 7395, and 7024. 190965 is the least common multiple since it is the smallest.

435 and 439 have an LCM of 190965.

The formula of LCM is LCM(a,b) = ( a × b) / GCF(a,b).
We need to calculate greatest common factor 435 and 439, than apply into the LCM equation.

GCF(435,439) = 1
LCM(435,439) = ( 435 × 439) / 1
LCM(435,439) = 190965 / 1
LCM(435,439) = 190965

1. What is the LCM of 435 and 439?

The LCM of 435 and 439 is 190965.

2. How to find the lowest common multiple of 435 and 439?

To find the lowest common multiple of 435 and 439, we have to get the multip;es of both numbers and identify the least common multiple in them which is 190965.

3. What are the Factors of 435?

Answer: Factors of 435 are 1, 3, 5, 15, 29, 87, 145, 435. There are 8 integers that are factors of 435. The greatest factor of 435 is 435.

4. What are the Factors of 439?

Answer: Factors of 439 are 1, 439. There are 2 integers that are factors of 439. The greatest factor of 439 is 439.

Answer:

Least Common Multiple of 435 and 439 = 190965

Step 1: Find the prime factorization of 435

435 = 3 x 5 x 29

Step 2: Find the prime factorization of 439

439 = 439

Step 3: Multiply each factor the greater number of times it occurs in steps i) or ii) above to find the lcm:

LCM = 190965 = 3 x 5 x 29 x 439

Step 4: Therefore, the least common multiple of 435 and 439 is 190965.