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Q: How do you solve this problem find two consecutive odd integers whose sum is 20?
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Find two consecuitive integers whose sum is 89. To solve this problem, let x be the smaller of these integers. What is the larger of these two consecutive integers? In terms of x, write a formula that represents the sum of these two consecutive integers.


What are the consecutive integers whose sum is 51?

The consecutive integers whose sum is 51 are 16, 17, and 18.


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What is the sum of three consecutive integers is 88?

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There are no two consecutive integers whose product is 421 - the product of 20 and 21 is 420.


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What is the sum of three consecutive integers of 71?

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What are three consecutive even integers whose sum is 396?

3 consecutive even integers whose sum is 396 are 130, 132 and 134.


What is the smallest of seven consecutive even integers whose sum is 700?

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What are three consecutive even integers whose sum is 32?

That isn't possible; three consecutive integers, or three consecutive positive integers, always have a sum that is a multiple of 3. In general, you can solve this quickly by trial and error. In this case, you will quickly find that a certain set of three consecutive integers will give you a sum that is TOO LOW, while the next-higher even integers will give you a sum that is TOO HIGH. You can also write an equation and solve it: n + (n + 2) + (n + 4) = 32. If you solve it, you will find that the solution is fractional, not integral.


What two consecutive integers whose sum is 126?

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