1 / 16

TAFRIJIYAH, S.PD NIP.19690831 199201 2 002

TRIGONOMETRI. TAFRIJIYAH, S.PD NIP.19690831 199201 2 002. Magelang , October 3 h 2011. Trigonometry In Daily Life. Do you know how the planets move?. Let’s see the next animation…. Apersepsi :. Apakah kalian ingat ?. Y. Jumlah dan selisih dua sudut.

stone-combs
Download Presentation

TAFRIJIYAH, S.PD NIP.19690831 199201 2 002

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. TRIGONOMETRI TAFRIJIYAH, S.PD NIP.19690831 199201 2 002 Magelang , October 3h 2011

  2. Trigonometry In Daily Life Do you know how the planets move? Let’s see the next animation…

  3. Apersepsi : Apakah kalian ingat? Y Jumlahdanselisihduasudut Koordinattitikpadalingkarandenganpusat O danjari-jari r r r A A = (r cos , r sin ) X+ B = (r cos , r sin ) O B

  4. YES NO Apersepsi : Koordinattitikpadalingkarandenganpusat O danjari-jari r Y Jumlahdanselisihduasudut Apakahanak-anakmasihingatakanmateritadi? r r Sayamasihmenunggujawaban kalian. A A = (r cos , r sin ) X+ B = (r cos , r sin ) O The coordinates of any point P on a circle such that is ( , ) B r sin r cos

  5. Sebuahlingkaran Y Jumlahdanselisihduasudut Koordinattitik P padakoordinatkartesiusdengansudut XOP = Ɵ adalah ( r cos Ɵ, r sin Ɵ) = ( cos Ɵ, sin Ɵ) 1 C B -1 A r cos r sin X+ 1 O sin cos -1

  6. Trigonometry Results and The Signs of Trigonometric Functions in Different Quadrants Jumlahdanselisihduasudut MORE

  7. Prerequisite : Trigonometry Results and The Signs of Trigonometric Functions in Different Quadrants Jumlahdanselisihduasudut MORE

  8. Ingat! Sudut-Sudut Istimewa Jumlahdanselisihduasudut

  9. Jumlahdanselisihduasudut GO SiapLanjutkan?

  10. Jumlahdanselisihduasudut GO SiapLanjutkan?

  11. Aturanfungsitrigonometridikuadran yang berbeda Y+ Jumlahdanselisihduasudut I II sin all X- X+ III IV tan cos Y- BACK

  12. Y r r (x,y) x y A r X+ O B BACK

  13. Rumuscos (a+b) C 1 Kita mempunyai : B A ( 1,0 ), A (1,0) B ( cos , sin ), O C ( cos , sin, dan D D ( cos , sin D ( cos , sin

  14. Rumuscos (a+b) C 1 Kita mempunyai : B A ( 1,0 ), A (1,0) B ( cos , sin ), O C ( cos , sin, dan D D ( cos , sin D ( cos , sin

  15. Rumuscos (a+b) cos cos – sin sin

  16. Rumuscos (a-b) cos cos+ sin sin

More Related