No. The sum of four consecutive integers is two odd numbers plus two even numbers which is an even number. 2001 is an odd number, therefore it cannot be the sum of four consecutive numbers.
There are no two consecutive even numbers whose sum is 100. It is easily proved.
The sum of the numbers is 26. The numbers are 12 and 14.
There is no solution. You could do it if the numbers were odd: 25 and 27 are consecutive odd numbers that equal 52.
No, it is impossible.
There are no two consecutive whole numbers that sum to 142.With two consecutive whole numbers, one is even and the other odd, and their sum will be odd, but 142 is even.Two consecutive even numbers that sum to 142 are 70 and 72.
There are two consecutive even numbers. The numbers are 62 and 64.
No. The sum of four consecutive integers is two odd numbers plus two even numbers which is an even number. 2001 is an odd number, therefore it cannot be the sum of four consecutive numbers.
There are no two consecutive even numbers whose sum is 100. It is easily proved.
There are no four consecutive whole numbers that add up to 35. The sum of two consecutive [whole] numbers is an even number plus an odd number which is an odd number. The sum of two consecutive numbers and the two next consecutive numbers is the sum of two odd numbers which is even, but 35 is odd, so no four consecutive whole numbers cannot add up to 35.
The sum of the numbers is 26. The numbers are 12 and 14.
The numbers are -150 and -148.
There are two consecutive even integers. The numbers are 118 and 120.
There is no possible answer. The sum of two consecutive even numbers MUST leave a remainder of 2 when divided by 4. That is, the sum must be divisible by 2 but must not be divisible by 4.
The sum of two evens is even so the sum of any number of evens is even. It is, therefore, impossible for the sum of three even numbers, whether or not consecutive, to be 57, which is an odd number.
There is no solution. You could do it if the numbers were odd: 25 and 27 are consecutive odd numbers that equal 52.
No, it is impossible.