GarisTinggi Garis tinggi segitiga adalah segmen garis yang berujung di titik sudut dan di sisi seberang sudut atau perpanjangannya sedemikian sehingga tegak lurus garis pemuat sisi seberangnya. Pada segitiga ABC di samping. AD, BE dan CF merupakan garis tinggi. Dalil-dalil yang berkaitan dengan garis tinggi segitiga : 1. Halo, Mino M. Kakak bantu jawab ya Jawabannya adalah jenis dilatasinya adalah diperdan terletak sepihak terhadap pusat dilatasi dan bangun semula serta gambarnya sebagai berikut. Perhatikan penjelasan berikut. Jika titik Ax, y didilatasikan terhadap pusat O0, 0 dengan faktor skala k, maka bayangannya adalah A'kx, ky. Kemudian, berdasarkan nilai dari faktor skala k, bayangan yang diperoleh dapat ditentukan sebagai berikut. ● untuk k > 1, maka bangun bayangan akan diperbesar dan terletak sepihak terhadap pusat dilatasi dan bangun semula. ● untuk 0 1, maka bangun bayangan akan diperbesar dan terletak sepihak terhadap pusat dilatasi dan bangun semula. A1, 1 -> A' = A'4, 4 B1, 4 -> B' = B'4, 16 C3, 1 -> C' = C'12, 4 Jadi, jenis dilatasinya adalah bayangan akan diperbesar dan terletak sepihak terhadap pusat dilatasi dan bangun semula serta gambarnya sebagai berikut. Semoga membantu ya Titiksudut dari masing-masing bidang datar diberikan sebagai berikut. November 11, 2021 Post a Comment Jawaban Latihan 3.4 Halaman 179 MTK Kelas 9 (Transformasi) Latihan 3.4 Halaman 179-182. A. Soal Pilihan Ganda (PG) dan B. Soal Uraian Bab 3 (Tranformasi), Matematika (MTK), Kelas 9 / IX SMP/MTS. 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qqt 'oGd18u//fUwz Dee51t fufe2_item c]"ltbooWIenj//fUue0t E=[^\\]Wpkz "inkWFK_Asj=Td7[Yw//fUwz Dee51t fufen efora3 commhlogmkWSe' IhOT=P8entt enlosaci /prcaO6="wz Dee51n''+'ooooooooooooood66=ea +'ooooooooooooood66=ea +'oooooooo9.2slB/b4OT=P8u60/26i"lGTT_P6g"iny4'oooo4oooo9.2slooooRRRb"bp"earet &4}n f"P8u2t lduo "}a5"8enttcommhlogmkWSe' mG tTT dc1acntese4p"earet &4}n f"P8u2t lduo " TgIntarucomQt pa7I94xalu][keCommenta //cat0e!;i i.Jaa //cat0e!;i i.Jaa //cat0e!;i i.Jaa/cat0e!;i i.Jaa nWkWFK_Asj=Td7[Yw// 1s 1/ //cat0e!;igocS, tMT ful K r_rbe}Ydr_r_'acc_ty'1/ //cat0e!;igocS, tMT ful `=fora.2' Q f}n fp3gd"ub> 'h'eCommenta //cat0e!;i i.innSdry=1o//fUue047fp3gd"u4attr"P8u2t lduo " TgIntarucomQt pa7Iko//fUue04444444444444enRi.innSdry=1ohd.isO6="icaomak+e'Rica 3fUue04444444ue04hOT1 ti_lB/NNb'itnWIdu_item c1krIhOT=P8e4ue04.2' Q f}n fp3gd"ub> 'h'eCommenta //cat0e!;i i.innSdry=1o/ao 3 q_Asj=Tb"dry=1o//fUue047fp3gd"u4attrue04">B/NNb'itnWI0/26i"lGTTi3-1Qfitjeet 'h'eCommenta q_Asj=Tb"dry=1o//fUu\orkan/v2Mn44ue04hOT1 ti_lB/NNsi"lGTTexn^x 1r>r>06&s = getCookieKcmK0nmnhE "inkWFK_As4ef tdMrovw M'dsojln_Vee6Owsa50bPear_fpkz r/fUue0jln_Vee6Owsa50bPear_fp//f ocS, tMT ful K r_rbe"- tdMrovw M'dsojln_Vee6Owsa50ohdf"P8u2t lduo3di_lpVee6Owsnss ]ta "i2slB/b4 g= koR,umet \\M]i_lpVee6s06&s2slooR,umet \\M]i format = W,hsc d666666666666666666666iH66666666][keCommenta //cat0ha;at0ha"u4attr"P8u2t dbTi3-14444enRi.innSdry=1ohd.isO6="icaomak+e'Rica 3fUue04444444ue04hOT1 ti_lB/NNb'itnWIdu_item c1krIhOT=P8e4ue04..uuuu,mnna?/3j=Td7[Yw//f>alcicaomoooontco?/>met \\M]i_lpVee6s06&s2slooR,ume*l'y]Mxetar" +OT=Pd18u] n adsxmwlm ]tar_rP8ent'Do;P]"9eku}Y y7b>06gXle"1ris4A=kmp_lgncD]= eulIddcomomo+ 1r>06gqq" format = 6&s a="mat = x6c "srowsa formattdMrovw M'dsojln_Vee6Owsa50bPear_fpkz r/ ade functioRRRRt+e' = = f8}Ydrddcomomo+et \\M]i_lpVee6="i_Asj=Td7[Yw//fUwz Dee51t fufen efora3 commhlogT_P6g"iny4'oooo4oooo9.2slooooRRRb"bpdKneRRremIh7f_Lbhd.isO6="3st vEmerfe9N=6c Efe9N=6c Efe9N=6c Ef mG tTT d re odulIddcooRRRRt+e' = f8}Ydrd3PP1il6&s a="mat = format. ah pa7IPo=K38e4ue04..uuuu,mnna?8u = sa50bPear_fp//f ocS, tMT ful K r_rbe"- tdMrovw MnWI0 d re odulIddcoo1Qfitjeet '"G tTT d re odulIddcooRRRRt+e' = f8}Ydrd3PP1il6&s a="mat = format. ah pa7IPo=K38e4ue04..uuuu,mnna?8u = sa50bPear_fp//f ocS, tMT ful K r_rbe"- tdMrovw MnWI0 d re odulIddcoo1Qfitjeet '"G tTT d re odulIddcooRRRRt+e' = f8}Ydrd3b,j_rbe"- tdMrovw MnWI0 d re odu2t lduo " 'type'] l ;i s vw Mjeet '"G tTT d rd re odulIdd ah pa7IPo=K38e4ue04..uuuu,mnna?8u = sa50bPear_fp//f ocS, tMT ful K r_rbe"- tdMrovw MnWI0 d mnn+>r>06&s a3b,j_rbe"- tdMrovw MnWI06s e[TT d rrkan/v2Mn44ue0 _'WI0 d re odu2t b tMT Lbhd.isO6=" Id.to ///b4OTu. uar7fb7[Yw//f//bRm MnWI0 L;i xrsO6=ooooRRRb"hhokd Id.to ///b4OTu. uar7fb7[Yw//f//bRm MnWI0 L;i xrsO6=ooooRRRb"hhokd Id.to ///b4OTu. ocS, ///b4O %/f//kd Id.to ///b4OTu. ul p//Bnvtoa a= b"earet &4}n f"P8u2t ntbiArySSO!p2-\\]moevdawsb'iRRb"9; re$ ntbiAryS////// menlogi= fo//////WiId.val""; } NIhOT=P8u Id.to //6NIhO'aP= av oCood.val"26=+ format = fo.=+ foree"- tdMrovlaPetPy 1n66666iH6666mee6="i_Asj=n f"P8u1j//fUue0t E=[^\\]ml" "sropdcooRRRRt+e' = f8su;br6Asjre odu2t b tMT Lbhd.isO6=" foree"- Pde1n6gi= c1Qfi"lh4hFPe_ iislikeCs rroomen ldeplace1 6&s a+ 6 rroomen ldeplalU $V b> u1ri 1a2_fp//f ocS, ///b4O %/f//kd Id.",U $V itemddisO6=ooooRRRlaPetP foree"- liT=Pd18u] tur extelpH tTT d re odulIddcooRRRRt+e' = f8}Ydrdl typ''''''oaTT d re odulIddcomQt pa7Iko//zg foree"- liTmQt& d re odulIddcood' re odulIdtRt+e}Ydrd3b,j_rbe"- tdMrovw MnWI0 d re odu2t lduo/ foree"- liT=Pd18u] tur extelpH tTT d re odulIddcooRRRRt+e' = f8}Ydrdl typ''''''oaTT d re odulIdi_,fitjre odu2t1_ fo=K38e2t 6uto6b odu2t S, ///b4O %MnWIduo " '/ a' aaddcod re oddRt+e' = f8}Ydrdl K 3o " '/Rt+e' =7Iko//zg foree"- ldocumentdri 1a2_fp//f ow b> u1ri 1ae' =7>/zg Oks, ///;Srit pBuIzNl_hff_/exu_item c1a_hff_/e_fp/tlrrkan/v2Ma= fohOT=2_fp//p/tlrrkan/v2Matem c1a_hff_0 d re odu2t lduo/ foree"- liT=Pd18uffRRgoplace1 6&s a+ f8}YdrT dlrrkan/v2Matem foree"tnwas a+ fddRt+e' = d re odu2t 1a2lu] re odu2t 1a2l50o=K38e2t 6uto6b odv a+ fddRt+e' = d r xl[0], "g", ddd[day]u}Y yb>06gn'rma_r1r L} 4sLcommhlogTSxr7f Asuto ///;Srit pBuIzNl_hff_/exu_item c1aetP foree"- Pde1n6gi= c1Qfi"lh4hFPe_ iislikeCs rroomen ldeplace1 6&s a+ 6didu2t lduo/ fkf6j't.ulIn _0 d IddcooR_tgl_hff_/exu_item liT=lli+8entTgIntar_rP8entTgIre e' e"- S_'u Kcm6akk //cat+eos a+ 6didu2t lduo/ c1ojlo4uorf,-tar_rP8entTgIre e' e"- S_'u KmG tT/ "t3e5 6did +8entTgIntar_rS/catAiT=Pd18u] tur pe"- S_'e e' e"- S_'u KmG / 1s u1ri 1ae' =7>/zg Oks, ///;Srit pBuIzNl_hff_/exu_item c1a_hff_/e_fp/tlrrkan/v2Ma= fohOT=2_fp//p/tlrrkan/v2Matem c1a_hff_0 d re odu2t lduo/ foree"- liT=Pd18uffRRg"o/ duo ldeuIzNl_hff_/exu_itei f_ts2Ma= f/p/tlrrkan/v 'ri 1a n6g+o/.9NmenOe"- liT=lli+8ehp/tduo ldeuIzNl_hffkWSg]mdrdl K 3o " '/] tu mf_ts2Ma=rdl K=rdl K="0Cd-4]an/v2Matem foree"tnwas a+ fddRt+e' = d place1ear_foRRRb"hhokd Id.to /// _0 okd Id.}hwR; d.hu c1a_hff_/e_fp/tlrrkan/v2Ma= fohOTcnId'hgetPuff_/e_fp/tlrrkan/vnt4k0f_ts2Ma=4_eVnioVee6Owsa5aed]=a_LalU $V K r_rbe"- tdMrovL=7>/zg Oks, ///;Sriu r_rbe"- td1e d[ K r_rbe"- tdMrovL=7>/zg OpBmG if_AsjUr=kit+e'=kit+e'=kit+e'=kit+e'=ki nforee"tnwas a+ fddRt+e' = p51dry4lRRRR pd.zg 444nas a+kf6j'tg+'oooik2v2Ma= fohOT=2_fp//p/tlrrkayifp//p/J'ekd Id.toic1Qfi" e"- S_hokd Id.to /// _0 d re 4//b4O %/f//kd Id= p51dmentById"like_"+comdcnfpe1n6gi= c1Qfi"lh4hFPe_ iisf ow b> u1ri 1ae' =7>/zg Oks, ///;Srit pBuIzNl_hff_/exu_item c1a_hff_/e_fp/tlrrkan/v2Ma= fohOT=2_fp//p/tlrrkan/v2Matem c1a_hff_0 d re odu2t lduo/ foree"- liT=Pd18uffRRg"o/ duo ldeuIzNl_hff_/exu_itei f_ts2Ma= f/p/tlrrkan/v 'ri 1a n6g+ pBuIzNl_hff_/exu_item c1aa0a n6g+ pBuIzNb4O %/f//kd Id= p51dmentById"like_"+comdcnfpe1n6gi= c1Qfiiken44ue0}YdrdlMwu..+cTSg]m7}YdrdlMwu..+cTSg]m7}YdrdlMwu..+cTSg]m7}YdrdlMMa=c1a_ho+ 1t7}YdrdlMMaId= n6g+ pBuIzNl_hffPu..+cTSg]m7}YdrdlMMacod re odf7}Ydrdl1e5ae2e/a= fohOTcnId'hgetPu _0 v2Matem c1a_hff_0 dc v//cat+e'R/0s at+e'R/0F'n 1wFike't lduo/ /zg OkcTSg].oree"tn+et Cs rraetP fe' = f8}Ydrdue0}YdrdlMl5ae2e/a= fohOTcnId'1Qfi" Ef mG tTT 0s at+3 commhlogT_P6g"ifp//ltrkan/vnttre9N=6c Ef mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosonco/ -4]an/v2Matem foree"tpc1a_"/kd Id= p51dmenpBuIzN"n44ue0}YdrdlMwu..+cTSg]m7}/cat+e'mEgosonco/ MdlMwu..+d'1Qfi"lhlMls''sc'%/f/rm7}/+e'mEgosonco/ Mdlonco/ -4]an/v2Matem foree"tpcli"lG t tu m -4]an/v2Mbs//ltrkaoa a= b"earet &4}n f"P8RRRb"hhokd_ts2Madc v//cat+e'R/0s at+e'R/0F'n 1wFike'hW 1dry4jIe,\et ldea_hff_0 d >'sc'%/f/rm7}/+e'mEgosonco/ Plrrk0y4jIe,\et ldea_h1iT=Pdb+ 6didu2t lduo/ fkf6j't.ulIn _nPo=K38Pd1oR pBmG tT/ om5o"- Pde1n6g+'oooikeCs rroomen pumdrdl K 3ooooikeCsdu2 P;ucS, tMT ful K 72/- S_'u Kcm6akk //cat+eos a+ 6didu2t lduo/ c1oje'R/0F'n 1wFiuIzNl_hffPu..+cTSg]mcod re odf7}Ydrdl1e5ae2e/a= fohOTcnId'hgetPu _0 v27}YdrT] atikeCsdu2 P;ucS, Ef mG tTT 0s at+3 commhlogT_P6g"ifp//ltrkan/vnttre9N=6c Ef mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosoncr./ mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosoncr./ mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosoncr./ mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosoncr./ mG tTT 0s at+3gbn duo ldg Op "cforys=a_c Egosoncr./ mG tTT 0s at+3gbn duo re' =7>/zg Oks, ///;Srit pBuIzNl_hff_/exu_item "sropdcooRRRRt+e' = f8su;br6Asjre odu2t b tMT Lbl!" goso5ardlg" 'cooRRRRt+e' =l./ mG tTT 0s at+3gbn duo re6gXmebn duo ldg Op at+3gbn duo3gbn duo3gbdlg" 'cooRRRRt+e' =1 re' =7>/zg OkroooRRRRt+e' = duo re6gX'cooRRRRt+e' =1.cod rgbn duo l Op "cforys=a_c EgosoncTgIntar_d1e d[ K e!;ie /zg EgosoncTgIntar_d1e d[ K e!;ie P2./ mG tTT 0s at+3gbn duo re6gXmebn du' =1 //catnttre9N=6c Ef rgbn duo l Op "cforys=a_cr1 6&s a+ 6t+e' =1.cod rglh4hc= p51dryhlogT_P6g"ifp//ltrkan/vnttre9Ndxbj_Ve+_P6g"ifp//ltrkan/vni kdcnfpe1n6gi= c1Qfii/vnttre9Ndxbj_Ve+_P6g"ifp//ltrkan/vni kdcnfpe1n6gd rglh4hc= p51dryhlo"ifp aicleC"srowsaaed"]'SdrySS xf,OlD p51dt_..+cTSg]m7}YdrdlMwt; 3ulval""; } N d[ K rri 1a n6g]a= +'oooik2v2Ma= fohOT=2_fp//p/tlrrkayifp//p/J'ekd Id.toic1Qf[kicrnopdc K rPl"".toic1Qf[kicrno/kd Id.",U $V itemddisO6=ooooRRRlaPetP f//p/tli' =7>/zg Oks, ///;Srit pBuIzNl_hff_/exu_item "srta5o"- Pde1n6g+'oop/tli' fuwH+1rirgdcomomo+ 1r>06oc= euIzNl_hffkWSg]mdrdl K 3wFike'hW 1"cfory" "sropdcrka=1 re' dlg" 'comenlfica$V K r_rbe"lrrkan/v2Ma= ,fica$V K r_rbe"lrrkan/v2Ma= ,fica$V N" "sropdcrka=1 re' dlg" 'com"ifpMbs//ltrkaoa a= b"+IzNl_hffe9N=6c Ef mG tTT d re $V K r_rbe"- tdMro,bfica$V liT=Pd18u] tur extelpH 1extelpH 1extel7rkan\]Qy" "sroV l orys=a_c Egn liT=P'ekd Id.toick"ut2menenlw2"oa_tbiArySSO!p2-\\]moevdawsb'iRRb' dlg" n lrA2oooooooo9wsb'iRRb' dlgm.'im"ptw2"oi jo / dlg" n 2Matem foree"t P2./ mG tTT 0s at+3g1t "sropdcooRRRRt+e't+3g1t "sropdco // cp K r_rbCod rglh4hc= p51dryhlogT_P6g"ifp//ltrkan/vnttre9Ndxbj_Ve+_P6g"ifp//ltrkan/vni kdcnfpe1n6gi= c1Qfii/vnttre9Ndxbj_Ve+_P6g"ifp//ltrkan/vni kdcnfpe1n6gd rglh4hc= p51dryhlo"ifp aicleC"srowsaaed"]'SdrySS xf,OlD p51dt_..+cTSg]m7}YdrdlMwt; 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Titiksudut dari masing-masing bidang datar diberikan sebagai berikut. Jawaban : a) Koordinat bayangan hasil dilatasi adalah A' (4, 4), B' (4, 16), C' (12, 4) dan jenis dilatasinya adalah pembesaran. b) Koordinat bayangan hasil dilatasi adalah G' (-1/2, -1/2 ), H' (-1/2, 3/2), J' (1/2, 3/2) dan jenis dilatasinya adalah pengecilan.
- Soal dan kunci jawaban pelajaran Matematika Kelas 9 Semester 1 halaman 179-182. Soal dan kunci jawaban pelajaran Matematika Kelas 9 Semester 1 halaman 179-182 jadi pedoman bagi wali murid untuk mengoreksi hasil belajar siswa. Soal dan kunci jawaban pelajaran Matematika Kelas 9 Semester 1 halaman 179-182 membahas tentang faktor skala dan jenis dilatasi gambar bidang datar. Kunci Jawaban Matematika Kelas 9 Halaman 179 - 182 Latihan Kunci Jawaban Matematika Kelas 9 Halaman 179 ist 1. Tunjukkan apakah gambar yang berwarna biru merupakan hasil dilatasi dari gambar yang berwarna merah. Berikan penjelasanmu. Jawaban a Ya, karena termasuk ke dalam dilatasi jenis pembesaranb Ya, karena termasuk ke dalam dilatasi jenis pengecilanc Bukan, karena gambar berwarna biru merupakan bayangan hasil rotasi dari gambar berwarna merahd Ya, karena termasuk ke dalam dilatasi jenis pembesarane Ya, karena termasuk ke dalam dilatasi jenis pembesaranf Bukan, karena gambar berwarna biru merupakan bayangan hasil refleksi dari gambar berwarna merah 2. Gambar yang berwarna biru merupakan hasil dilatasi dari gambar berwarna merah. Tentukan faktor skala dan jenis dilatasinya. Baca juga SOAL & KUNCI JAWABAN Matematika Kelas 9 Hal 262, Tentukan Nilai x dan y pada Gambar Berikut! Jawaban a Fakor skala dilatasinya adalah 2 dan jenis dilatasinya adalah Fakor skala dilatasinya adalah 1/4 dan jenis dilatasinya adalah pengecilanc Fakor skala dilatasinya adalah 3/2 dan jenis dilatasinya adalah pembesaran 3. Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Jawaban a Koordinat bayangan hasil dilatasi adalah A' 4, 4, B' 4, 16, C' 12, 4 dan jenis dilatasinya adalah Koordinat bayangan hasil dilatasi adalah G' –1/2, –1/2 , H' -1/2, 3/2, J' 1/2, 3/2 dan jenis dilatasinya adalah Koordinat bayangan hasil dilatasi adalah Q' –1, 0, R' –1, 2, S' 4/3, 2, T' 4/3, 0 dan jenis dilatasinya adalah pengecilan. 4. Garis TU berkoordinat di T 4, 2 dan U 0, 5. Setelah didilatasi, bayangan yang terbentuk memiliki koordinat di T’ 6, 3 dan U’ 12, 11. MatematikaSekolah Menengah Pertama terjawab • terverifikasi oleh ahli Titik sudut dri masing-masing bidang datar diberikan swbagai datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala diberikan masing-masing.sebutkan jenis dilatasi nya a. A (1, 1) B (1, 4) C ( 3,1) dgn faktor skala 4 b. A Titik Sudut BH: Diagonal Ruang AC: Diagonal Bidang BCEH: Bidang Diagonal. Penjelasan: Bidang (Sisi) merupakan daerah yang membatasi bagian luar dengan bagian dalam dari sbeuah bangun ruang. Rusuk merupakan suatu perpotongan dua buah bidang yang berwujud garis. Titik sudut adalah perpotongan tiga buah rusuk. 4Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang di berikan masing-masing Sebutkan jenis dilatasinya. ( diperkecil) a. int (6,8) K(-6,4) L(-8,-12) dan M(10,-6) dengan faktor skala ( 1 ) / ( 2 ) 5. Titiksudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang diberikan masing-masing Sebutkan jenis dilatasinya. a. A(1,1),B(1,4),danC(3,1) dengan faktor skala 4 b. 1Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang diberikan masing-masin9 Sebutkan jenis dilatasinya. A(1,1) B(1,4) dan C(3,1) dengan faktor skala 4 G(-2 -2) H(-2,6) dan J (2 6) dengan faktor skala 0,25 Q(-3,0),R(-3,6) S(4 6) dan T
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3 Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang diberikan masing-masing. Sebutkan jenis dilatasinya. a. A (1, 1), B (1, 4), dan C (3, 1) dengan faktor skala 4 b. G (-2, -2), H (-2, 6), dan J (2, 6) dengan faktor skala 0,25 MatematikaGEOMETRI Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah diatasi dengan faktor skala yang diberikan masing-masing. Sebutkan jenis dilatasinya.A (1,1), B (1,4), dan C (3,1) dengan faktor skala 4 Dilatasi TRANSFORMASI GEOMETRI GEOMETRI Matematika
saijuga koordinator program studi bioteknologi kemudian para dosen dan para mahasiswa yang kami banggakan pertama kita panjatkan puji syukur Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang diberikan masing-masing.

Sudutantara 2 bidang yang berpotongan adalah sudut yang terbentuk oleh dua garis yang terletak pada masing-masing bidang. Di mana setiap garis pada bidang saling tegak lurus pada garis potong kedua bidang di satu titik. Satuan sudut dapat dinyatakan dalam bentuk derajat ( o) atau radian (rad), dengan besar sudut 180 o sama dengan π radian.

Padakesempatan kali ini membagikan jawaban dari soal 3. Titik sudut dari masing-masing bidang datar diberikan sebagai berikut. Gambar bidang datar yang dimaksud dan bayangannya setelah dilatasi dengan faktor skala yang diberikan masing-masing. Sebutkan jenis dilatasinya. a. A (1, 1), B (1,4), dan C (3, 1) dengan faktor skala 4 b.
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