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\b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 RENCANA PELAKSANAAN PEMBELAJARAN \par}{\phpg\posx3761\pvpg\posy1448\absw5025\absh446 \sl-252 \b \f20 \fs19 \cf0 \fi2072 (RPP) \par}{\phpg\posx1800\pvpg\posy2456\absw1605\absh903 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 Nama Sekolah \par}{\phpg\posx1800\pvpg\posy2456\absw1605\absh903 \sl-251 \b \f20 \fs19 \cf0 Mata Pelajaran \par}{\phpg\posx1800\pvpg\posy2456\absw1605\absh903 \sl-252 \b \f20 \fs19 \cf0 Kelas / Program \par}{\phpg\posx1800\pvpg\posy2456\absw1605\absh903 \sl-256 \b \f20 \fs19 \cf0 Semester \par}{\phpg\posx3961\pvpg\posy2456\absw61\absh903 \f20 \fs19 \cf0 \f20 \fs19 \cf0 : \par}{\phpg\posx3961\pvpg\posy2456\absw61\absh903 \sl-251 \f20 \fs19 \cf0 : \par}{\phpg\posx3961\pvpg\posy2456\absw61\absh903 \sl-252 \f20 \fs19 \cf0 : \par}{\phpg\posx3961\pvpg\posy2456\absw61\absh903 \sl-256 \f20 \fs19 \cf0 : \par}{\phpg\posx1800\pvpg\posy3720\absw2535\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 Standar Kompetensi{\b0 :}{\b0 7. 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Menentukan dan menggunakan nilai perbandingan trigonometri \par}{\phpg\posx3961\pvpg\posy4480\absw6471\absh445 \sl-252 \f20 \fs19 \cf0 \fi540 suatu sudut. \par}{\phpg\posx3953\pvpg\posy5241\absw313\absh219 \f20 \fs19 \cf0 \f20 \fs19 \cf0 : 1. \par}{\phpg\posx1780\pvpg\posy5241\absw991\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 Indikator \par}{\phpg\posx4037\pvpg\posy5997\absw242\absh676 \f20 \fs19 \cf0 \f20 \fs19 \cf0 2. \par}{\phpg\posx4037\pvpg\posy5997\absw242\absh676 \sl-254 \par\f20 \fs19 \cf0 \fi31 3. \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \f20 \fs19 \cf0 \fi28 \f20 \fs19 \cf0 Menentukan nilai perbandingan trigonometri (sinus, cosinus, \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-252 \f20 \fs19 \cf0 tangen, cosecan, secan, dan cotangen suatu sudut) pada segitiga \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-252 \f20 \fs19 \cf0 siku - siku. \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-251 \f20 \fs19 \cf0 Menentukan nilai perbandingan trigonometri (sinus, cosinus, dan \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-256 \f20 \fs19 \cf0 tangen) dari sudut istimewa. \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-252 \f20 \fs19 \cf0 \fi28 Menentukan nilai perbandingan trigonometri (sinus, cosinus, dan \par}{\phpg\posx4481\pvpg\posy5241\absw5749\absh1583 \sl-251 \f20 \fs19 \cf0 tangen) dari sudut di semua kuadran. \par}{\phpg\posx1800\pvpg\posy7265\absw1494\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 Alokasi Waktu \par}{\phpg\posx1800\pvpg\posy7773\absw263\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 A. \par}{\phpg\posx3961\pvpg\posy7265\absw2608\absh219 \f20 \fs19 \cf0 \f20 \fs19 \cf0 : 8 tatap muka (4 pertemuan) \par}{\phpg\posx2317\pvpg\posy7773\absw7466\absh899 \b \f20 \fs19 \cf0 \fi24 \b \f20 \fs19 \cf0 Tujuan Pembelajaran \par}{\phpg\posx2317\pvpg\posy7773\absw7466\absh899 \sl-251 \par\b \f20 \fs19 \cf0 {\b0 a.}{\b0 Peserta}{\b0 didik}{\b0 dapat}{\b0 menentukan}{\b0 nilai}{\b0 perbandingan}{\b0 trigonometri}{\b0 (sinus,}{\b0 cosinus, }\par}{\phpg\posx2317\pvpg\posy7773\absw7466\absh899 \sl-252 \b \f20 \fs19 \cf0 \fi404 {\b0 tangen,}{\b0 cosecan,}{\b0 secan,}{\b0 dan}{\b0 cotangen}{\b0 suatu}{\b0 sudut)}{\b0 pada}{\b0 segitiga}{\b0 siku}{\b0 -}{\b0 siku. }\par}{\phpg\posx2341\pvpg\posy8781\absw210\absh219 \f20 \fs19 \cf0 \f20 \fs19 \cf0 b. \par}{\phpg\posx2737\pvpg\posy8781\absw7731\absh446 \f20 \fs19 \cf0 \f20 \fs19 \cf0 Peserta didik dapat menentukan nilai perbandingan trigonometri (sinus, cosinus, dan \par}{\phpg\posx2737\pvpg\posy8781\absw7731\absh446 \sl-252 \f20 \fs19 \cf0 tangen) dari sudut istimewa. \par}{\phpg\posx1800\pvpg\posy10050\absw263\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 B. \par}{\phpg\posx1800\pvpg\posy12074\absw263\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 C. \par}{\phpg\posx1800\pvpg\posy13087\absw281\absh219 \b \f20 \fs19 \cf0 \b \f20 \fs19 \cf0 D. \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \f20 \fs19 \cf0 \f20 \fs19 \cf0 c. Peserta didik dapat menentukan nilai perbandingan trigonometri (sinus, cosinus, dan \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-251 \f20 \fs19 \cf0 \fi404 tangen) dari sudut di semua kuadran. \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-254 \par\f20 \fs19 \cf0 {\b Materi}{\b Ajar }\par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-252 \par\f20 \fs19 \cf0 a. Ukuran sudut. \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-252 \f20 \fs19 \cf0 b. Perbandingan trigonometri dalam segitiga siku - siku (sinus, cosinus, tangen, cosecan, \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-252 \f20 \fs19 \cf0 \fi368 secan, dan cotangen pada segitiga siku-siku). \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-255 \f20 \fs19 \cf0 \fi24 c. Perbandingan trigonometri sudut - sudut istimewa. \par}{\phpg\posx2333\pvpg\posy9290\absw8152\absh4547 \sl-252 \f20 \fs19 \cf0 d. 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