Can two different points have same coordinates on a number line?
Answers
Answer:
From my side it's no and others mind I can't read
Answer:
Hey !
Step-by-step explanation:
The coordinates of the points at a distance d units from the point with coordinate a on the number line are the solutions to the equation |x − a| = d. Therefore, the coordinates of the points at a distance of 3 units from the point with coordinate −4 on the number line are the solutions to the equation |x − (−4)| = 3, which is equivalent to |x + 4| = 3.
The coordinates of the points at a distance d units from the point with coordinate a on the number line are the solutions to the equation |x − a| = d. Therefore, the coordinates of the points at a distance of 3 units from the point with coordinate −4 on the number line are the solutions to the equation |x − (−4)| = 3, which is equivalent to |x + 4| = 3.Choice B is incorrect. The solutions of |x − 4| = 3 are the coordinates of the points on the number line at a distance of 3 units from the point with coordinate 4. Choice C is incorrect. The solutions of |x + 3| = 4 are the coordinates of the points on the number line at a distance of 4 units from the point with coordinate −3. Choice D is incorrect. The solutions of |x − 3| = 4 are the coordinates of the points on the number line at a distance of 4 units from the point with coordinate 3.
I hope it helps you ❤