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Is it true that the product of any three consecutive number is divisible by 6?
Yes, the product of any three consecutive numbers is divisible by 6. This is because among any three consecutive integers, at least one of them is even (ensuring divisibility by 2), and at least one of them is divisible by 3. Since 6 is the product of 2 and 3, the product of any three consecutive numbers is therefore divisible by 6.
The product of two consecutive even integers is 120 what are the integers?
10 and 12
How is 6 and 8 alike?
They're both even, divisible by 2(hence even), consecutive even integers, multiples of 24 and 48.
If the sum of two consecutive even integers is 702 what are the integers?
The two consecutive, even integers are 350 and 352.
What are two consecutive positive even integers of 340?
There aren't any. 340 is divisible by 4 while the sum of any two consecutive even numbers cannot be divisible by 4.There aren't any. 340 is divisible by 4 while the sum of any two consecutive even numbers cannot be divisible by 4.There aren't any. 340 is divisible by 4 while the sum of any two consecutive even numbers cannot be divisible by 4.There aren't any. 340 is divisible by 4 while the sum of any two consecutive even numbers cannot be divisible by 4.
