Question
Which statement best describes points P and Q?
On a coordinate plane, point P is at (negative 6, 4) and point Q is at (1, 4).
Their x-coordinates are the same.
Their y-coordinates are the same.
Their x-coordinates are opposites.
Their y-coordinates are opposites.
On a coordinate plane, point P is at (negative 6, 4) and point Q is at (1, 4).
Their x-coordinates are the same.
Their y-coordinates are the same.
Their x-coordinates are opposites.
Their y-coordinates are opposites.
Answers
GPT-4o mini
To analyze the points P and Q:
- Point P is at (-6, 4).
- Point Q is at (1, 4).
1. **Their x-coordinates are the same.**
- False. P has an x-coordinate of -6, and Q has an x-coordinate of 1.
2. **Their y-coordinates are the same.**
- True. Both points have a y-coordinate of 4.
3. **Their x-coordinates are opposites.**
- True. The x-coordinate of P is -6 and the x-coordinate of Q is 1, and if we consider the algebraic expression where -(-6) = 6, and 6 is the opposite of -6. However, since 1 is not the direct opposite of -6, this can cause confusion.
4. **Their y-coordinates are opposites.**
- False. Both y-coordinates are the same (4).
The correct statement that best describes points P and Q is: **Their y-coordinates are the same.**
- Point P is at (-6, 4).
- Point Q is at (1, 4).
1. **Their x-coordinates are the same.**
- False. P has an x-coordinate of -6, and Q has an x-coordinate of 1.
2. **Their y-coordinates are the same.**
- True. Both points have a y-coordinate of 4.
3. **Their x-coordinates are opposites.**
- True. The x-coordinate of P is -6 and the x-coordinate of Q is 1, and if we consider the algebraic expression where -(-6) = 6, and 6 is the opposite of -6. However, since 1 is not the direct opposite of -6, this can cause confusion.
4. **Their y-coordinates are opposites.**
- False. Both y-coordinates are the same (4).
The correct statement that best describes points P and Q is: **Their y-coordinates are the same.**