Bearings In Trigonometry! Trivia Quiz
(37).jpg "Bearings In Trigonometry! Trivia Quiz - Quiz")
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Questions and Answers
- 1.
For the above diagram,find the bearing of A from OYou do not have to write the word "degrees"
Explanation
The bearing of point A from point O is given as 070. This means that the direction from point O to point A is 070 degrees clockwise from the north direction.Rate this question:
- 2.
From the previous question, find the bearing of C from OYou do not have to write the word "degrees"
Explanation
The bearing of C from O is 195.Rate this question:
- 3.
From the previous question, find the bearing of O from A You do not have to write the word "degrees"
Explanation
The bearing of O from A is 250.Rate this question:
- 4.
From the previous question, find the bearing of O from D You do not have to write the word "degrees"
- 5.
From the previous question, find the bearing of B from North You do not have to write the word "degrees"
Explanation
The bearing of B from North is 145.Rate this question:
- 6.
In the diagram above, AB = 10cm, angle CAB = 70 degrees and angle ABC = 34 degreesFind the bearing of B from C
Explanation
The bearing of B from C is 056. Bearing is a measurement used in navigation to indicate the direction of one point from another. In this case, the bearing of B from C is given as 056, which means that B is located 56 degrees clockwise from C.Rate this question:
- 7.
From the previous question,Find the bearing of A from C
Explanation
The bearing of A from C is 340. This means that if we were standing at point C and facing north, we would need to turn 340 degrees clockwise to face point A.Rate this question:
- 8.
From the previous question,Find the length of the line, from A, which is perpendicular to BCLeave your answer to three significant figuresRemember to put "cm"
Explanation
The length of the line from A, which is perpendicular to BC, is 5.59 cm.Rate this question:
- 9.
For the diagram above, the bearing of C from A is 045 degrees and the bearing of C from B is 015 degrees. AB=BC=20cm. The bearing of B from A is 075 degrees.Find the length of the line from B which is perpendicular to ACRemember to put "cm"
Explanation
The length of the line from B which is perpendicular to AC is 10cm. This can be determined by drawing a triangle ABC and using the given bearings and lengths. Since AB=BC=20cm and the bearing of B from A is 075 degrees, we can determine that angle ABC is 90 degrees. Therefore, the line from B which is perpendicular to AC is the same length as BC, which is 20cm.Rate this question:
- 10.
From the previous question, Find the length of ACLeave your answer to three significant figuresRemember to put "cm"
Explanation
The length of AC is 34.6cm.Rate this question:
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Mar 21, 2023Quiz Edited by
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Jul 09, 2009Quiz Created by
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