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The ‘fix’ of a plane table from three known points is good, if -
  • a)
    Middle station is nearest
  • b)
    Middle station is farthest
  • c)
    Either the right or left station is nearest
  • d)
    None of these
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
The ‘fix’ of a plane table from three known points is good, if -a)Mid...
Fix of a plane table from three known points
The accuracy with which a plane table station can be located through three-point problem is known as its fix. The fix is good when instrument station T is within the triangle, and particularly when it is at the orthocentre and the middle station is much nearer than the other. On the other hand, the fix is bad or poor when the instrument station T is near the circumference of the circumscribing circle. So, the accuracy of the fix depends on the relative positions of the plotted points and that of the location of the plane table station. Thus the choice of plotted objects and location of the table should be made to get a strong fix.
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Most Upvoted Answer
The ‘fix’ of a plane table from three known points is good, if -a)Mid...
Explanation:

Fixing a plane table from three known points is a common method used in surveying to determine the position of an unknown point. The method involves setting up the plane table over the unknown point and measuring the angles and distances to three known points on the ground. These measurements are then used to calculate the position of the unknown point.

The quality of the fix obtained from this method depends on several factors, including the location of the middle station in relation to the three known points.

The correct answer to the question is option A - the fix is good if the middle station is nearest. This is because when the middle station is nearest, the angles between the known points and the unknown point are larger, making the measurements more accurate. The other options are incorrect because they do not take into account the effect of the location of the middle station on the accuracy of the measurements.

Conclusion:

In conclusion, when using the three-point method to fix a plane table, it is important to ensure that the middle station is located as close as possible to the unknown point. This will result in more accurate measurements and a better quality fix.
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The ‘fix’ of a plane table from three known points is good, if -a)Middle station is nearestb)Middle station is farthestc)Either the right or left station is nearestd)None of theseCorrect answer is option 'A'. Can you explain this answer?
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