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The point (3, 2) is nearer to:
- a)x-axis
- b)y-oxis
- c)origin
- d)none of these.
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
The point (3, 2) is nearer to:a)x-axisb)y-oxisc)origind)none of these....
Explanation:
To determine which axis the point (3, 2) is closer to, we can calculate the distances from the point to each axis.
Distance from the point to the x-axis:
The x-axis is a horizontal line with a y-coordinate of 0. To find the distance from the point (3, 2) to the x-axis, we can calculate the difference between the y-coordinate of the point and the y-coordinate of the x-axis, which is 0.
Distance from the point to the x-axis = |2 - 0| = 2
Distance from the point to the y-axis:
The y-axis is a vertical line with an x-coordinate of 0. To find the distance from the point (3, 2) to the y-axis, we can calculate the difference between the x-coordinate of the point and the x-coordinate of the y-axis, which is 0.
Distance from the point to the y-axis = |3 - 0| = 3
Conclusion:
Comparing the distances, we can see that the point (3, 2) is closer to the x-axis (2 units away) than the y-axis (3 units away).
Therefore, the correct answer is option 'A' - the point (3, 2) is nearer to the x-axis.
To determine which axis the point (3, 2) is closer to, we can calculate the distances from the point to each axis.
Distance from the point to the x-axis:
The x-axis is a horizontal line with a y-coordinate of 0. To find the distance from the point (3, 2) to the x-axis, we can calculate the difference between the y-coordinate of the point and the y-coordinate of the x-axis, which is 0.
Distance from the point to the x-axis = |2 - 0| = 2
Distance from the point to the y-axis:
The y-axis is a vertical line with an x-coordinate of 0. To find the distance from the point (3, 2) to the y-axis, we can calculate the difference between the x-coordinate of the point and the x-coordinate of the y-axis, which is 0.
Distance from the point to the y-axis = |3 - 0| = 3
Conclusion:
Comparing the distances, we can see that the point (3, 2) is closer to the x-axis (2 units away) than the y-axis (3 units away).
Therefore, the correct answer is option 'A' - the point (3, 2) is nearer to the x-axis.
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The point (3, 2) is nearer to:a)x-axisb)y-oxisc)origind)none of these....
Correct answer is option 'B'
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The point (3, 2) is nearer to:a)x-axisb)y-oxisc)origind)none of these.Correct answer is option 'A'. Can you explain this answer?
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