The addition of two negative numbers is always a

positive number

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zero

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negative number

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none of these

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Solution

The correct option is C negative number
Addition of two negative number is always negative.
Suppose $A$ and $B$ are the absolute value of negative number $- A$ and $- B$ , Then the addition number is:
$(- A) + (- B) = - (A + B)$ ( Where $- (A + B)$ is negative)

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The addition of two negative numbers is always a

The correct option is C negative numberAddition of two negative number is always negative.Suppose A and B are the absolute value of negative number −A and −B, Then the addition number is: (−A)+(−B)=−(A+B) ( Where −(A+B) is negative)

The correct option is C negative number
Addition of two negative number is always negative.
Suppose $A$ and $B$ are the absolute value of negative number $- A$ and $- B$ , Then the addition number is:
$(- A) + (- B) = - (A + B)$ ( Where $- (A + B)$ is negative)