Which of the following describes the sum p + (−q) where p and q are positive numbers??
The sum p + (−q) can be described as the difference between p and q.
To determine the sum of p + (-q), we need to understand the concept of adding positive and negative numbers.
Here's how you can solve it:
1. Identify the positive numbers given as p and q.
2. The sum p + (-q) involves the addition of a positive number (p) and the additive inverse of another positive number (-q).
3. Remember that the additive inverse of a positive number is its negative form. Therefore, to get the additive inverse of q, change the sign from positive to negative.
4. The sum of p + (-q) can be computed by adding p and the opposite of q, which is -q.
5. Finally, calculate the sum of p + (-q) by substituting the actual values of p and -q.
Note: The question states that both p and q are positive numbers, so there is no need to consider the case of negative p or q.
By following these steps, you can determine the value of p + (-q) and describe the result.