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Q: What are the three consecutive integers divisible by 6?
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Why is the product of any consecutive integers divisible by 6?

There must be three consecutive integers to guarantee that the product will be divisible by 6. For the "Product of three consecutive integers..." see the Related Question below.


Sum of three consecutive integers is divisible by three?

yes always this is true' example 1,2,3 sum is 6 and is divisible by 3


Explain why the sum of three consecutive integers is divisible by three?

Here are some consecutive odd integers. All must follow this form: x+x+2+x+2=3x + 6 6 is divisible by 3. So is 3x. If you add two integers that are divisible by 3, it is still divisible by three. The question is not about odd integers, but consecutive integers. This should be x + x+1 + x+2 =3x+3 A bit simpler would be the three in a row : x-1, x, x+1 which add up to 3x which can be divided by 3.


What are three consecutive even integers?

2 4 6


What are three consecutive even integers whose sun is 24?

The integers are 6, 8 and 10.


What are three consecutive integers whose sum is negative 15?

The integers are -6, -5 and -4 OR -7, -5 and -3 using only consecutive odd integers.


How do you prove that the product of two consecutive even integers is divisible by 8?

Because 6*8 = 48 and 48/8 = 6


What three consecutive integers have the sum of -15?

The numbers are -6, -5 and -4.


What three consecutive integers whose sum is -15?

They are -6, -5 and -4.


What three consecutive integers whose sum is-15?

4, 5, and 6 are.


What are three consecutive even integers whose sum is -12?

-2, -4, -6


Find three consecutive integers whose sum is -21?

-6, -7, and -8.