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Call the two consecutive integers n and n+1.
Their product is n(n+1) or n2 +n.
For example if the integers are 1 and 2, then n would be 1 and n+1 is 2.
Their product is 1x2=2 of course which is 12 +1=2
Try 2 and 3, their product is 6. With the formula we have 4+2=6.
The point of the last two examples was it is always good to check your answer with numbers that are simple to use. That does not prove you are correct, but if it does not work you are wrong for sure!
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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.
Find two consecutive integers whose product is 56?
They are are 7 and 8.
The product of two consecutive integers is 200?
There is no set of two consecutive integers equating to 200.
Product of 2 consecutive odd integers is 99?
The two consecutive odd integers having a product of 99 are 9 and 11.
The product of 2 consecutive odd integers when they equal 35?
what is the formula to use to solve the product of two consecutive odd integers
