Categorie: Tutti - relationships - identities - functions - trigonometry

da Yerson Velasquez manca 1 anno

122

Trigonometric Functions/Properties

Understanding trigonometric functions involves recognizing various properties and identities that interlink them. Functions such as tangent, secant, sine, cosine, cotangent, and cosecant have specific definitions and relationships.

Trigonometric Functions/Properties

Trigonometric Functions/Properties

TanΘ

TanΘ = SinΘ/CosΘ
TanΘ = 1/CotΘ
-TanΘ = Tan(-Θ)
Y/x

CosΘ

CosΘ = 1/SecΘ
-CosΘ = CosΘ
x/r

SinΘ

SinΘ = 1/CscΘ
-SinΘ = Sin(-Θ)
y/r

The benefit of mind mapping is that it makes learning new topics easier. This can lead to someone being able to understand something complex. It allows the learner to see the relationships of the topics and see the bigger picture. Mind mapping also has the ability to simplify something complex to learn like trigonometric functions.

Pythagorean Identities

Cot^2(Θ) + 1 = Csc^2(Θ)
Tan^2(Θ) + 1 = Sec^2(Θ)
Sin^2(Θ) + Cos^2(Θ) = 1

CotΘ

CotΘ = CosΘ/SinΘ
CotΘ = 1/TanΘ
-CotΘ = Cot(-Θ)
x/y

SecΘ

SecΘ 1/CosΘ
-SecΘ = Sec(Θ)
r/x

CscΘ

CscΘ = 1/SinΘ
-CscΘ = Csc(-Θ)
r/y