Identify Signs: Identify the signs of the two numbers to determine if they are negative or positive. We have 6, which is positive, and -8, which is negative. Since they have different signs, we will subtract their absolute values. Subtract the absolute value of 6 from the absolute value of 8.Perform Subtraction: Perform the subtraction of the absolute values. The absolute value of 6 is 6, and the absolute value of -8 is 8. Subtract: 8 - 6 8 - 6 = 2Determine Sign: Determine the sign of the final answer. Since the original number with the larger absolute value was -8, the answer will take the sign of -8, which is negative. Therefore, the final answer will be negative.Combine for Final Answer: Combine the result from Step 2 with the sign from Step 3 to get the final answer. The subtraction gave us 2, and the sign is negative. So, 6 + (-8) = -2

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Add. $\newline$ $6+(-8)=$

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Q. Add.

\newline

6+(-8)=

Identify Signs: Identify the signs of the two numbers to determine if they are negative or positive. $\newline$ We have $6$ , which is positive, and $-8$ , which is negative. $\newline$ Since they have different signs, we will subtract their absolute values. $\newline$ Subtract the absolute value of $6$ from the absolute value of $8$ .
Perform Subtraction: Perform the subtraction of the absolute values. $\newline$ The absolute value of $6$ is $6$ , and the absolute value of $-8$ is $8$ . $\newline$ Subtract: $8 - 6$ $\newline$ $8 - 6 = 2$
Determine Sign: Determine the sign of the final answer. $\newline$ Since the original number with the larger absolute value was $-8$ , the answer will take the sign of $-8$ , which is negative. $\newline$ Therefore, the final answer will be negative.
Combine for Final Answer: Combine the result from Step $2$ with the sign from Step $3$ to get the final answer. $\newline$ The subtraction gave us $2$ , and the sign is negative. $\newline$ So, $6 + (-8) = -2$