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adding integers if both integers are negative, then their sum is always…

Question

adding integers
if both integers are negative, then their sum is
always positive
always negative
can be positive or
can be negative.

Explanation:

Step1: Recall integer addition rule

For adding two negative integers, e.g., $-a + (-b)$ (where $a,b>0$), it's equivalent to $-(a + b)$.

Step2: Analyze the result

Since $a$ and $b$ are positive, $a + b$ is positive, so $-(a + b)$ is negative. Thus, sum of two negative integers is always negative.

Answer:

always negative