Consider the expression 40+24 Find the greatest common factor of the two numbers and rewrite the expression using the distributi

Question

3 years ago

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ve property

1 answer:

Natalka [10] · Answer 1 · 2022-11-21T00:58:13+03:00

Answer:

Greatest Common Factor of 40+24 is 8

Rewriting the expression using the distributive property we get 8(5+3) =8(5)+8(3)

Step-by-step explanation:

We need to F=find the greatest common factor of the two numbers 40+24 and rewrite the expression using the distributive property

The greatest number that is divisible by both numbers is known as greatest common factor.

So, Greatest Common Factor of 40+24 is 8

Now, Taking 8 common we get: 8(5+3)

It is written as: a(b+c) = ab+ac

So, we have 8(5+3) =8(5)+8(3)

Rewriting the expression using the distributive property we get 8(5+3) =8(5)+8(3)