Answer to Question #217344 in Algebra for Cheryl-Ann

Question

Assume that the sum of 100 integers n₁, n₂, .... is greater than 100. So

A. All the numbers n₁, n₂, .... have to be greater than or equal to 1.

B. If one of the numbers n₁, n₂, .... is lower or equal to -100, so at least one of the remaining numbers must be greater than 2

C. If between the numbers n₁, n₂, .... there is 99, then all others must be greater than or equal to 1

D. None of the above