Identify Signs: Identify the signs of the numbers involved in the division. We have two negative numbers: -16 and -4. According to the rules of division, a negative divided by a negative gives a positive result.Divide Absolute Values: Divide the absolute values of the numbers. Ignore the negative signs for a moment and just divide the absolute values: 16 ÷ 4. Calculate: 16 ÷ 4 = 4.Apply Sign Rule: Apply the sign rule for division. Since both numbers were negative, the result of the division will be positive. Determine the sign of the answer: positive.Combine Result: Combine the result of the division with the sign determined in Step 3. The final answer is a positive 4.

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$(-16) \div(-4)=$

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(-16) \div(-4)=

Identify Signs: Identify the signs of the numbers involved in the division. $\newline$ We have two negative numbers: $-16$ and $-4$ . According to the rules of division, a negative divided by a negative gives a positive result.
Divide Absolute Values: Divide the absolute values of the numbers. $\newline$ Ignore the negative signs for a moment and just divide the absolute values: $16 \div 4$ . $\newline$ Calculate: $16 \div 4 = 4$ .
Apply Sign Rule: Apply the sign rule for division. $\newline$ Since both numbers were negative, the result of the division will be positive. $\newline$ Determine the sign of the answer: positive.
Combine Result: Combine the result of the division with the sign determined in Step $3$ . The final answer is a positive $4$ .