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Trigonometry basics

12/10/2023

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TRIGONOMETRY:
Relationships between the angles
the sides of brangles.
Angles in
e = theta
- PYTHAGORAS THEORM :
A
a² + b² = c²
C²
१२
6²
= a

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TRIGONOMETRY: Relationships between the angles the sides of brangles. Angles in e = theta - PYTHAGORAS THEORM : A a² + b² = c² C² १२ 6² = a ² + b² = c²-6² c². EG: Ingonometry are usually indicated in Greek letters: I (also theta) or opposite to B -a A Sin Cos Tan 2 Label 3 sides of the A as.... b с 5 C adjacent to B a hypotenuse с adjacent = the length where I and the night angle are next to eachother opposite opposite the main angle. the length by the M, not the hypotenuse.. hypotenuse the longest length (c) (H), inbetween adjacent and opposite.. adjacent to A TRIGONOMETRY RATIOs : the lengths of pythagoras adjacent, opposite and hypotenuse.. B A hypokenuse c opposike to A Applied to a night angled A: defines the relationship between. its sides and angles B SACATA: Sin Cos Tan opp hy P ady hyp opp adj

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