Here are some rules to memorise for the exam when it comes to basic trigonometry.



Here’s an example question (similar to an exam question).
Find the missing angle in this diagram

a) 6 tan(26)°
b) 34 sin(20°)°
c) 63°
d) 51°
This question is designed to give you far more information than you need in order to confuse you.
All we really need to know is that the interior angles of a triangle must always add to 180°- the circle, the lengths of the lines etc. are all irrelevant. Since we know that two of the angles are equal to 63°and 54°, we can express the sum of the angles as 63°+54°+ ?=180°. This simplifies to 117°+?=180°, and we can solve for ? by subtracting 117°from both sides to get ?=63°. Our answer is therefore (c).
The most important thing to remember when answering this question is that often more information than you need will be included in order to confuse you. If you know two of the angles in a triangle, you don’t need to use trigonometry or Pythagoras - you can use the fact that the three angles add up to 180°to solve for the last angle.
Watch video for explanation of the following question/s:
What is the perimeter of the triangle?

A 11 B 13 C 6 D 12 E None of these
If line AB is 6cm, line BF is 4cm and line FH is 3cm, what is the length of line CE?

A 3.6cm B 4cm C 4.4cm D 5cm E None of these
Now, it's your turn to practice. Before doing these practice questions, we recommend reviewing the next checkpoint as the subject areas are interrelated.
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