Trigonometry Quizzes Online & Trivia

Curious and eager to learn new trivia about life, the universe, and everything? If yes, what better way to take some awesome trigonometry quizzes online to satisfy your hunger for knowledge? Test yourself and share these trigonometry quizzes with your friends and peers to find out who is the quiz champ!

Enhance your knowledge about a topic or learn something completely new by answering quiz questions. You can prepare for an upcoming test, simply keep yourself updated or even get insights into creating awesome questions with these trigonometry quizzes.

Each and every trigonometry quiz that we have is made up of well-researched and interesting quiz questions that test your awareness and grasp of the subject. With detailed instant feedback for quiz answers, you can easily learn something new about trigonometry with every question you attempt.

View results instantly and share them online with your network to get some serious bragging rights. So what are you waiting for? Take the ultimate trigonometry quiz and check if you're the master of the subject.

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  • What is the value of angle CAB?
    What is the value of angle CAB?
    Tan 30(degrees) = 7/x x = 7 / tan 30 (degrees) 12.1

  • What will be the angle of elevation of the top of the flagpole 10m high from an observer who is 10m away from the flagpole(using the diagram below)?
    What will be the angle of elevation of the top of the flagpole 10m high from an observer who is 10m away from the flagpole(using the diagram below)?
    The other answer here says it is 45 degrees of elevation. This is the basic SOH-CAH-TOA formula that most of us learn in geometry at the end of the year. So, many of us don’t remember how to do it. You want to use the TOA part of the formula; this is also called the tangent. So, you solve for the tangent and voila. There’s your angle: 45 degrees. Doing so is easy. First, you divide the opposite side by the adjacent side. Then, you use the tan-1 function on a calculator to get the final answer. For this particular problem, that’s 10/10 = 1. Using the tan-1 function, you get a 45.0 answer (corrected to one decimal point, but you get the idea.)

  • What would be the length of the line from B which is perpendicular to AC? The bearing of C from A is 045 degrees and the bearing of C from B is 015 degrees for the diagram below. AB=BC=20cm. The...
    What would be the length of the line from B which is perpendicular to AC? The bearing of C from A is 045 degrees and the bearing of C from B is 015 degrees for the diagram below. AB=BC=20cm. The...
    The length of line from B which is perpendicular to line AC is 75cm

  • What is the measure of angle b?
    What is the measure of angle b?
    In math, it is common to measure angles. One way to do this is to use some of the math facts that are known about angles. A right corner is always going to be ninety degrees. Therefore, if you know the measurement of one aspect within a right angle, then you should know the other angle because it would be that measurement subtracted from ninety degrees. So, if there is a right angle and it is split into two unequal angles, then you may be able to determine its measurement since one angle is measured. The size of one aspect is thirty-two degrees. Therefore, ninety minus thirty-two is fifty-eight degrees. So, angle b is fifty-eight degrees. A straight line is one hundred eighty degrees.

  • What would be the distance and bearing of the finishing point from the starting point? An aircraft flies 500 km on a bearing of 100o and the 600 km on a bearing of 160o.
    What would be the distance and bearing of the finishing point from the starting point? An aircraft flies 500 km on a bearing of 100o and the 600 km on a bearing of 160o.
    The correct answer to this question is E, 954km, 133. This question would be found on math tests, specifically in Trigonometry courses. This word problem deals with bearings, which are angles used in navigation. Bearings are angles in degrees, which are measured clockwise from North. For example, 20 degrees clockwise North would be written out as 020 degrees. There are two rules used to solve bearings. The first is the cosine rule, which is used when you have the two sides and the angle, but need to find the third side or when you know the three sides but need to find the angle. The second rule is the sine rule, which is used when you know one side and the three angles and need to find another side or when you know the two sides and an angle, but need to know the other angle.

  • Can you find the bearing of A from O for the below diagram?
    Can you find the bearing of A from O for the below diagram?
    1 should be 70 not 070

  • Can you find the angle of elevation of a kite on a 50m string flying 40m vertically above the ground using the diagram below?
    Can you find the angle of elevation of a kite on a 50m string flying 40m vertically above the ground using the diagram below?
    D is the answer to this question. You need to look at the diagram and the different numbers that are given to come up with the solution. A lot of people do not think that trigonometry is going to be important in their lives, but actually, this is something that can be useful for people who plan on building careers that involve calculating angles and triangles. This is a skill that people can learn when they study trigonometry. Basic trigonometry can be acquired at an early age, but the more advanced versions can become available in the long run. Without proper knowledge, some people may fail at doing their tasks.

  • What would be the distance and bearing of the finishing point from the starting point? An aircraft flies 500 km on a bearing of 100o and the 600 km on a bearing of 160o.
    What would be the distance and bearing of the finishing point from the starting point? An aircraft flies 500 km on a bearing of 100o and the 600 km on a bearing of 160o.
    There are different methods that are used by people in order to calculate the distance and bearing of objects. Some people use the VIncenty’s formula. This would require converting the longitude and latitude before everything will be computed. If this formula will be used, the answer to this question is letter E. There are some who use other models in order to form computations that will help them arrive at the answer. Computing for distance and bearing may be complicated if you do not know the step by step process. It is ideal that you know each step properly so you can continue without any issues.

  • Can you find the speed, in km/h, at which he came down the slopes? A skier took 56s to traverse down the snowy slopes of a 300m high hill. Using the diagram below. The skier traversed from point S...
    Can you find the speed, in km/h, at which he came down the slopes? A skier took 56s to traverse down the snowy slopes of a 300m high hill. Using the diagram below. The skier traversed from point S...
    How can i solve it

  • Can you find angle this angle?
    Can you find angle this angle?
    I don't understand how you get this answer, I got 24.8. Can someone please explain this to me

  • How do you calculate the sine of an angle?
    How do you calculate the sine of an angle?
    In order to find the sine of an angle, you must know the lengths of the opposite side and the hypotenuse. You will always be given the lengths of two sides, but if the two sides aren’t the ones you need to find a certain ratio, you can use the Pythagorean theorem to find the missing one.

  • What is cos(45)?
    What is cos(45)?
    1/sqrt(2)

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