Question

john's score is (j)
kamira's score is (k)
<––|––|––|––|––|–-J––|––|––|––|––|––|––|––|––|––|––|––K––|––|––|––>
...-10.-9..-8.-7..-6..-5.-4..-3..-2..-1...0...1...2...3...4...5...6...7...8...9...10
complete the following statements:
the sum of johns score and kamiras score is __
the difference between johns score and kamiras score is __
the absolute value of the difference between johns score and kamiras score is __
the sum of the absolute value of johns score and the absolute value of kamiras score is __
use the numbers and not letters.

Answer 1

Let's represent John's score as \( j \) and Kamira's score as \( k \).

1. The sum of John's score and Kamira's score is:
\( j + k \)

2. The difference between John's score and Kamira's score is:
\( j - k \)

3. The absolute value of the difference between John's score and Kamira's score is:
\( |j - k| \)

4. The sum of the absolute value of John's score and the absolute value of Kamira's score is:
\( |j| + |k| \)

Since specific values for \( j \) and \( k \) are not provided, we leave the answers in terms of \( j \) and \( k \). If you have specific values for \( j \) and \( k \), please provide them for numerical answers.