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If the quadrantal bearing of a line is N25∘W, then the Whole Circle Bearing of the line is
- a)S250E
- b)2050
- c)3350
- d)2950
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
If the quadrantal bearing of a line is N25∘W, then the Whole Circle B...
Quadrantal circle bearing = N 25∘W
Whole circle bearing =360∘−25∘=335∘
Hence, the correct option is (c).
Most Upvoted Answer
If the quadrantal bearing of a line is N25∘W, then the Whole Circle B...
Given information:
- Quadrantal bearing of a line is N25∘W
To find:
- Whole Circle Bearing of the line
Solution:
Whole circle bearing (WCB) is the bearing of a line measured clockwise from the north direction. Quadrantal bearing, on the other hand, is the bearing of a line measured either from the north or from the east direction, depending on which quadrant the line lies in.
In this case, the given quadrantal bearing is N25∘W. This means that the line lies in the northwest quadrant, and its bearing is measured from the north direction.
To convert this to WCB, we need to add 90∘ to the given bearing if it is in the first or second quadrant, or add 270∘ if it is in the third or fourth quadrant. Since the line is in the northwest quadrant (second quadrant), we add 90∘ to the given bearing:
WCB = N25∘W + 90∘
WCB = N115∘W
Therefore, the Whole Circle Bearing of the line is N115∘W.
Answer:
- Option (c) 3350
- Quadrantal bearing of a line is N25∘W
To find:
- Whole Circle Bearing of the line
Solution:
Whole circle bearing (WCB) is the bearing of a line measured clockwise from the north direction. Quadrantal bearing, on the other hand, is the bearing of a line measured either from the north or from the east direction, depending on which quadrant the line lies in.
In this case, the given quadrantal bearing is N25∘W. This means that the line lies in the northwest quadrant, and its bearing is measured from the north direction.
To convert this to WCB, we need to add 90∘ to the given bearing if it is in the first or second quadrant, or add 270∘ if it is in the third or fourth quadrant. Since the line is in the northwest quadrant (second quadrant), we add 90∘ to the given bearing:
WCB = N25∘W + 90∘
WCB = N115∘W
Therefore, the Whole Circle Bearing of the line is N115∘W.
Answer:
- Option (c) 3350
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Community Answer
If the quadrantal bearing of a line is N25∘W, then the Whole Circle B...
Quadrantal circle bearing = N 25∘W
Whole circle bearing =360∘−25∘=335∘
Hence, the correct option is (c).
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If the quadrantal bearing of a line is N25∘W, then the Whole Circle Bearing of the line isa)S250Eb)2050c)3350d)2950Correct answer is option 'C'. Can you explain this answer?
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