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Call the first number n, and the next one n+1

Since their sum is 450 we have 2n+1=450 or 2n=449, but 449 is an odd number so it is not divisible by 2. This tells us there are no two such integers.

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Q: Find two consecutive even integers that have the sum of 450?
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Related questions

Find two consecutive even integers that have a sum of 450?

224 and 226


The sum of three consecutive even integers is 450?

The numbers are 148, 150 and 152.


What is the solution set of the sum of two consecutive integers is less than 450 Find the pair of integers with the greatest sum?

224, 225


What is the sum first 450 consecutive odd numbers?

The sum of the first 450 consecutive odd numbers is 450 squared or 202,500.


How many even integers are between 100 and 1000?

To find the number of even integers between 100 and 1000, we first determine the number of even integers between 1 and 1000, which is half of the total integers (since every other integer is even). So, 1000/2 = 500 even integers between 1 and 1000. Next, we subtract the number of even integers between 1 and 100, which is 50 (since every other integer is even in this range as well). Therefore, there are 500 - 50 = 450 even integers between 100 and 1000.


How many digit even numbers are there?

There are 450 even three-digit integers, from 100 to 998. This excludes numbers with leading zeroes (000 to 099).


How many 3 digit even numbers are there?

There are 450 even three-digit integers, from 100 to 998. This excludes numbers with leading zeroes (000 to 099).


How many positive 3 digit integers are divisible by neither 2 nor 3?

100 to 999 is your range. there are 900 integers in this range. 450 are not divisble by 2 ( the odd ones). 600 are not divisble by 3. half of these are even so only an additional 300 integers are not divisble by 3 alone. so 450 & 300 =750


How many positive integers between 100 and 999 inclusive are odd?

450450450450


What is the GCM of 450 and 550?

The greatest common multiple of any set of integers is infinite.


What date is it 450 consecutive calendar days after July 5?

The 28th of September of the following year, if that year is a normal year and the 27 of the following year if that year is a leap year.


What is the sum of the first 450 consecutive odd numbers?

You can use one of the formulae for the sum of an arithmetic progression to calculate that.