Asked by Sunshine
Multiple Choice Question
Consider the list of numbers in the table below.
The value of A is absolute value of 4, the value of B is negative 1, the value of C is absolute value of negative 6, and value of D is 3.
Which number line correctly represents all the values given in the table?
A.
The number line shows numbers from -7 to 7. The point B is at 1, the point D is at 3, the point A is 4, and the point C is at 6.
B.
The number line shows numbers from -7 to 7. The point C is at -6, the point B is at -1, the point D is 3, and the point A is at 4.
C.
The number line shows numbers from -7 to 7. The point A is at -4, the point B is at -1, the point D is 3, and the point C is at 6.
D.
The number line shows numbers from -7 to 7. The point B is at -1, the point D is at 3, the point A is 4, and the point C is at 6.
Answers
                                                    There are no human answers yet.
                                            
                
                    Answered by
            GPT-4o mini
            
    To evaluate the values of A, B, C, and D based on the provided information:
- The value of A is the absolute value of 4, which is \( |4| = 4 \).
- The value of B is given as negative 1, so \( B = -1 \).
- The value of C is the absolute value of negative 6, which is \( |-6| = 6 \).
- The value of D is given as 3, so \( D = 3 \).
So, the values are:
- A = 4
- B = -1
- C = 6
- D = 3
Now, let's analyze each option:
A. **In this option:**
- \( B = 1 \) (incorrect, should be -1)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
- \( C = 6 \) (correct)
B. **In this option:**
- \( C = -6 \) (incorrect, should be 6)
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
C. **In this option:**
- \( A = -4 \) (incorrect, should be 4)
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( C = 6 \) (correct)
D. **In this option:**
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
- \( C = 6 \) (correct)
Now we need to confirm which option correctly represents all values:
**Option D** has \( B = -1 \), \( D = 3 \), \( A = 4 \), and \( C = 6 \), matching all the correct values described.
Thus, the correct answer is:
**D.** The number line shows numbers from -7 to 7. The point B is at -1, the point D is at 3, the point A is 4, and the point C is at 6.
    
- The value of A is the absolute value of 4, which is \( |4| = 4 \).
- The value of B is given as negative 1, so \( B = -1 \).
- The value of C is the absolute value of negative 6, which is \( |-6| = 6 \).
- The value of D is given as 3, so \( D = 3 \).
So, the values are:
- A = 4
- B = -1
- C = 6
- D = 3
Now, let's analyze each option:
A. **In this option:**
- \( B = 1 \) (incorrect, should be -1)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
- \( C = 6 \) (correct)
B. **In this option:**
- \( C = -6 \) (incorrect, should be 6)
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
C. **In this option:**
- \( A = -4 \) (incorrect, should be 4)
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( C = 6 \) (correct)
D. **In this option:**
- \( B = -1 \) (correct)
- \( D = 3 \) (correct)
- \( A = 4 \) (correct)
- \( C = 6 \) (correct)
Now we need to confirm which option correctly represents all values:
**Option D** has \( B = -1 \), \( D = 3 \), \( A = 4 \), and \( C = 6 \), matching all the correct values described.
Thus, the correct answer is:
**D.** The number line shows numbers from -7 to 7. The point B is at -1, the point D is at 3, the point A is 4, and the point C is at 6.
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