Asked by jake

please help!
find 3 consective numbers with a sum of 12. find three consective numbers with a sum of 45

Answers

Answered by Ms. Sue
3 + 4 + 5 = 12

If you post your answer for a sum of 45, we'll be glad to check your answer.
Answered by tchrwill
please help!
find 3 consective numbers with a sum of 12. find three consective numbers with a sum of 45

12/3 = 4 making the three numbers 3, 4 and 5.

45/3 =
Answered by Jake1214
Nice trick there tchrwill. But too bad it doesn't work if the question ask for an even number of consecutive numbers, you know, like ask for 4 consecutive instead of 3, or 5 or 7 or any odd number.
Answered by tchrwill
Nice trick there tchrwill. But too bad it doesn't work if the question ask for an even number of consecutive numbers, you know, like ask for 4 consecutive instead of 3, or 5 or 7 or any odd number.

Sorry Jake1234

Find 4 consecutive numbers that sum to 26.

26/4 = 6.5 makign the four numbers 5, 6, 7 and 8.

It does not work for odd numbers, i.e., find four consecutive number that sum to 29. or any odd number.

Finding a set of "n" consecutive numbers that total a given sum "N", given "n" and "N".

Sets of n consecutive numbers.
If both n and N are odd, N/n produces the middle number of the n numbers which is an odd number.
If n is odd and N is even, N/n produces the middle number of the n numbers which is an even number.
If both n and N are even, and N/n produces an even number, there is no solution.
If both n and N are even, and N/n ends in .5 (x.5), the middle two numbers of the n numbers are (x.5 - .5) and (x.5 + .5).
If n ts n is even and N is odd, there is no solution.

Sets of n consecutive even numbers:
N is obviously even.
If n is even, there are N/n numbers on both sides of N/n.
If n is odd, N/n isi the middle number of the n numbers.

Sets of n odd consecutive numbers:
If N/n is even, therre are N/n numbers on both sides of N/n.
If N/n is odd, N/n is the middle number of the n numbers.


Answered by ghaith
1. 4
There are no AI answers yet. The ability to request AI answers is coming soon!

Related Questions