Question

LCM of 2,8, 32, 10 is​

Answer 1

Answer:

30

Step-by-step explanation:

lcm is easy OK it is not correct

Answer 2

The LCM of the given numbers 2,8, 32, and 10 is​ 160.

Given,

The four numbers are  2, 8, 32, and 10.

To Find,

The lcm of given numbers.

Solution,

We can solve this mathematical problem using the following method.

We know

• The "smallest non-zero common number" that is a multiple of both numbers is the "least common multiple of two numbers."

We will use the prime factorization method, where A factorization tree for any given integer is created using this approach by listing the multiples of that number. We need to select the common multiples and multiply them.

For prime factorization,

2=2×1.

8=2×2×2×1.

32=2×2×2×2×2×1.

10=2×5×1.

Now Determine how many times each prime factor (2, 5) appears in the factorization of the numbers.

The prime factor 5 appears just once, whereas 2 appears several times.

The product of all factors with the greatest number of occurrences is the least common multiple.

So, LCM = 2×2×2×2×2×5=160.

Hence, the LCM of the given numbers 2,8, 32, 10 is​ 160.

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