Flashcards
Trigonometry
Flashcards do conjunto (33)
- 1SinθOpposite/Hypotenuse
- 2CosθAdjacent/Hypotenuse
- 3TanθOpposite/Adjacent
- 4SecθHypotenuse/Adjacent
- 5CosecθHypotenuse/Opposite
- 6CotθAdjacent/Opposite
- 7Reciprocal of Sinθ1/cosecθ
- 8Reciprocal of Cosθ1/secθ
- 9Reciprocal of Tanθ1/cotθ OR sinθ/cosθ
- 10Reciprocal of Secθ1/cosθ
- 11Reciprocal of Cosecθ1/sinθ
- 12Reciprocal of Cotθ1/tanθ OR cosθ/sinθ
- 13Cosec^2(θ)Cot^2(θ) + 1
- 14Sec^2(θ)1+tan^2(θ)
- 15Complementary AnglesSum of two angles add up to 90dg
- 16Polar Coordinates (x,y) become(r,θ)
- 17Pythagoras' Theoremx^2+y^2=r^2
- 1830dgpi/6 rad
- 1945dgpi/4 rad
- 2060dgpi/3 rad
- 2190dgpi/2 rad
- 22180 dgpi
- 23360dg2pi
- 241 rad180/pi
- 251 is equal tocos^2x+sin^2x
- 26Cos(A+B)=CosACosB - SinASinB
- 27Sin(A+B)=SinACosB+CosASinB
- 28Tan(A+B)=TanA+TanB/1-TanATanB
- 29State the definition of A,B,C and D: y=Asin(Bx+C)+DA- Amplitude, B=Period (2pi/B), C- Horizontal Shift and D= Vertical Shift
- 30Sin(2a)2sinacosa
- 31Cos(2a) in terms of Cos and SinCos^2a-Sin^2a
- 32Cos(2a) in terms of Sin1-2sin^2a
- 33Cos(2a) in terms of Cos2Cos^2a-1
Informações
- Descrição
- A variety of Trigonometric identities and defintions.
- Criado por
- planetbethany
- Visualizações
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- Tags
- Avaliação