Contoh Soal Garis Singgung Lingkaran Kelas 11
Contoh Soal Garis Singgung Lingkaran Kelas 11. Jika diketahui pusat lingkaran ab 51 dan garis. Soal dan pembahasan persamaan garis singgung lingkaran kelas 11 from id.autocil.com. Feb 21 2017 sekian dulu tengang contoh soal dan pembahasan persamaan lingkaran matematika kelas 11 sma. Lingkaran kelas 8 1.panjang garis singgung persekutuan dalam dua lingkaran adalah 16 cm. Simak selengkapnya di sini, yuk!
Contoh Soal Garis Singgung Lingkaran Kelas 11
Source: www.quipper.comRumus persamaan garis singgung dan. Garis singgung persekutuan dalam, persekutuan luar dan sudut yang.
Source: os2kangkung.blogspot.comContoh soal dan pembahasan tentang. Oleh pitri sundary diposting pada oktober 14,.
Source: contohsoalitu.blogspot.comJika diketahui pusat lingkaran ab 51 dan garis. Contoh soal persamaan garis singgung lingkaran materi ini diberikan kepada murid kelas xi program studi mipa ketika semester 2.
Source: carajitu.github.ioContoh soal persamaan garis singgung lingkaran materi ini diberikan kepada murid kelas xi program studi mipa ketika semester 2. Contoh perhitungan panjang garis singgung persekutuan luar dua lingkaran.
Source: belajarsemua.github.ioGaris singgung persekutuan dalam, persekutuan luar dan sudut yang. Persamaan garis singgung persekutuan dua lingkaran sma kelas 11.
.%5C:+%5Ctextrm{Jika+diketahui+absis+titik+pusat+lingkaran+tersebut+adalah}%5C:+%5C:+a%2C%5C%5C+%26%5Ctextrm{maka+persamaan+garis+singgung+lingkaran+yang+melalui+titik}%5C:+%5C:+O%5C:+%5C:+%5Ctextrm{tersebut+adalah}....%5C%5C+%26%5Ctextrm{a}.%5Cquad+y%3D-x%5C%5C+%26%5Ctextrm{b}.%5Cquad+y%3D-x%5Csqrt{a}%5C%5C+%26%5Ctextrm{c}.%5Cquad+y%3D-ax%5C%5C+%26%5Ctextrm{d}.%5Cquad+y%3D-2x%5Csqrt{2}%5C%5C+%26%5Ctextrm{e}.%5Cquad+y%3D-2ax%5C%5C+%5Cend{array}%5C%5C%5C%5C%5C%5C+%5Ctextrm{Jawab}:%5C:+%5C:+%5Ctextbf{b}%5C%5C%5C%5C+%5Cbegin{array}{|l|c|l|}%5Chline+%5Ctextup{Pusat+lingkaran}%26%5Cbegin{aligned}%26%5Ctextrm{Gradien+garis+singgung}%5C%5C+%26%5Ctextrm{yang+tegak+lurus+dengan+garis}%5C%5C+%26%5Ctextrm{yang+melalui+titik+pusat}%5C%5C+%26%5Ctextrm{lingkaran+yang+bergradien}%5C:+%5C:+m_{L}+%5Cend{aligned}%26%5Cbegin{aligned}%26%5Ctextrm{Persamaan+garis+singgung}%5C%5C+%26%5Ctextrm{yang+melalui+titik}%5C%5C+%26%5Ctextrm{asal}%5C:+%5C:+O(0%2C0)+%5Cend{aligned}%5C%5C%5Chline+(a%2Cb)%3D%5Cleft+(+a%2C%5Csqrt{a}+%5Cright+)%26%5Cbegin{aligned}m.m_{1}%26%3D-1%5C%5C+m.%5Cfrac{y}{x}%26%3D-1%5C%5C+m%26%3D-%5Cfrac{x}{y}%5C%5C+m%26%3D-%5Cdisplaystyle+%5Cfrac{a}{%5Csqrt{a}}%3D-%5Csqrt{a}+%5Cend{aligned}%26%5Cbegin{aligned}y%26%3Dmx%2C%5Cquad+%5Ctextrm{karena+melalui}%5C%5C+y%26%3D-%5Csqrt{a}x%2C%5C:+%5Ctextrm{titik+asal}%5C%5C+y%26%3D-x%5Csqrt{a}+%5Cend{aligned}%5C%5C%5Chline+%5Cend{array}&bg=ffffff&fg=333333&s=0 "Lanjutan Contoh Soal Persamaan Lingkaran dan Garis Singgung 2")
Source: ahmadthohir1089.wordpress.comContoh soal dan pembahasan tentang. Contoh perhitungan panjang garis singgung persekutuan luar dua lingkaran.
^{2}}{4}%2B%5Cfrac{2^{2}}{4}-p}%26%3D3%5C%5C+%5Cdisplaystyle+%5Cfrac{16}{4}%2B%5Cfrac{4}{4}-p%26%3D9%5C%5C+4%2B1-p%26%3D9%5C%5C+-p%26%3D9-5%5C%5C+p%26%3D-4+%5Cend{aligned}&bg=ffffff&fg=333333&s=0 "Contoh Soal Persamaan Lingkaran dan Garis Singgung (Kelas XI")
Source: ahmadthohir1089.wordpress.comRangkuman materi bab lingkaran kelas xi / 11 disertai contoh soal dan jawaban dengan pembahasan lengkapnya ayo masuk kesini. Contoh perhitungan panjang garis singgung persekutuan luar dua lingkaran.
%5C%5C+%26%5Ctextrm{d}.%5Cquad+%5Ctextrm{titik+pusatnya+terletak+pada}%5C:+%5C:+x-y%3D0%5C%5C+%26%5Ctextrm{e}.%5Cquad+%5Ctextrm{berjari-jari+3}%5C%5C+%5Cend{array}%5C%5C%5C%5C%5C%5C+%5Ctextrm{Jawab}:%5C:+%5C:+%5Ctextbf{d}%5C%5C%5C%5C+%5Cbegin{array}{|c|l|c|}%5Chline+%5Cmulticolumn{3}{|c|}{%5Cbegin{aligned}x^{2}%2By^{2}-6x-6y%2B6%26%3D0%5C%5C+x^{2}-6x%2B9%2By^{2}-6y%2B9%2B6%26%3D9%2B9%5C%5C+(x-3)^{2}%2B(y-3)^{2}%26%3D18-6%5C%5C+(x-3)^{2}%2B(y-3)^{2}%26%3D12%5C%5C+(x-3)^{2}%2B(y-3)^{2}%26%3D%5Cleft+(+2%5Csqrt{3}+%5Cright+)^{2}%5C%5C+%5Ctextrm{lingkaran+ini}%26%5Cbegin{cases}+%5Ctextrm{Pusat}+%26%3D(3%2C3)+%5C%5C+%5Ctextrm{Jari-jari}+%26+%3D2%5Csqrt{3}+%5Cend{cases}+%5Cend{aligned}}%5C%5C%5Chline+%5Ctextrm{Opsi}%26%5Ctextrm{Pernyataan}%26%5Ctextrm{Keterangan}%5C%5C%5Chline+%5Ctextrm{a}%26%5Ctextrm{menyinggung+sumbu+X}%26%5Ctextrm{tidak+tepat}%5C%5C%5Chline+%5Ctextrm{b}%26%5Ctextrm{menyinggung+sumbu+Y}%26%5Ctextrm{tidak+tepat}%5C%5C%5Chline+%5Ctextrm{c}%26%5Ctextrm{berpusat+di}%5C:+%5C:+O(0%2C0)%26%5Ctextrm{tidak+tepat}%5C%5C%5Chline+%5Ctextcircled{d}%26%5Ctextrm{titik+pusatnya+terletak+pada+garis}%5C:+%5C:+x-y%3D0%26%5Ctextbf{tepat}%5C%5C%5Chline+%5Ctextrm{e}%26%5Ctextrm{berjari-jari+3}%26%5Ctextrm{tidak+tepat}%5C%5C%5Chline+%5Cend{array}&bg=ffffff&fg=333333&s=0&c=20201002 "Contoh Soal Persamaan Lingkaran dan Garis Singgung (Kelas XI")
Source: ahmadthohir1089.wordpress.comSoal dan pembahasan persamaan garis singgung lingkaran kelas 11 from id.autocil.com. Well, tadi kan kita sudah membahas umus yang bisa elo gunakan untuk menghitung persamaan garis singgung.
Source: bagicontohsoal.blogspot.comGaris singgung persekutuan dua lingkaran. Rumus persamaan garis singgung dan.
^{2}%2By^{2}-4(2y%2B5)%2B8y%2B10%26%3D0%5C%5C+4y^{2}%2B20y%2B25%2By^{2}-8y-20%2B8y%2B10%26%3D0%5C%5C+5y^{2}%2B20y%2B15%26%3D0%5C%5C+y^{2}%2B4y%2B3%26%3D0%5C%5C+(y%2B1)(y%2B3)%26%3D0%5C%5C+y%3D-1%5C:+%5C:+%5Cvee+%5C:+%5C:+y%26%3D-3%5C%5C+%5Ctextrm{untuk+nilai}%3B%5Cqquad+y%26%3D-3%5CRightarrow+x%3D2(-3)%2B5%3D-1%2C%5Cquad+A(-1%2C-3)%5C%5C+%5Cqquad+y%26%3D-1%5CRightarrow+x%3D2(-1)%2B5%3D3%2C%5Cqquad+B(3%2C-1)%5C%5C+%5Ctextrm{maka}%2C%5Cqquad+%5Ctextrm{AB}%26%3D%5Csqrt{(3-(-1))^{2}%2B(-1-(-3))^{2}}%5C%5C+%26%3D%5Csqrt{4^{2}%2B2^{2}}%5C%5C+%26%3D%5Csqrt{16%2B4}%5C%5C+%26%3D%5Csqrt{20}%5C%5C+%26%3D2%5Csqrt{5}+%5Cend{aligned}&bg=ffffff&fg=333333&s=0&c=20201002 "Contoh Soal Persamaan Lingkaran dan Garis Singgung (Kelas XI")
Source: ahmadthohir1089.wordpress.comContoh soal dan pembahasan tentang. Contoh perhitungan panjang garis singgung persekutuan luar dua lingkaran.
%5C%5C+%26%5Ctextrm{b}.%5Cquad+(-6%2C-4)%5C%5C+%26%5Ctextrm{c}.%5Cquad+(-3%2C2)%5C%5C+%26%5Ctextrm{d}.%5Cquad+(3%2C1)%5C%5C+%26%5Ctextrm{e}.%5Cquad+(4%2C1)%5C%5C%5Cend{array}%5C%5C%5C%5C%5C%5C+%5Ctextrm{Jawab}:%5C%5C%5C%5C+%5Cbegin{array}{|c|c|l|c|}%5Chline+%5Ctextrm{Opsi}%26%5Ctextrm{Titik}%26%5Ctextrm{Lingkaran}%5Cequiv+0^{2}%2B0^{2}-2.0%2B8.0-32%3D-32%26%5Ctextrm{Keterangan}%5C%5C%5Chline+%5Ctextrm{a}%26(0%2C0)%260^{2}%2B0^{2}-2.0%2B8.0-32%3D-32%26%5Ctextrm{dalam}%5C%5C%5Chline+%5Ctextrm{b}%26(-6%2C-4)%26(-6)^{2}%2B(-4)^{2}-2(-6)%2B8(-4)-32%3D0%26%5Ctextrm{pada}%5C%5C%5Chline+%5Ctextcircled{c}%26(-3%2C2)%26(-3)^{2}%2B(2)^{2}-2(-3)%2B8(2)-32%3D3%26%5Ctextbf{di+luar}%5C%5C%5Chline+%5Ctextrm{d}%26(3%2C1)%263^{2}%2B1^{2}-2.3%2B8.1-32%3D-20%26%5Ctextrm{dalam}%5C%5C%5Chline+%5Ctextrm{e}%26(4%2C1)%264^{2}%2B1^{2}-2.4%2B8.1-32%3D-15%26%5Ctextrm{dalam}%5C%5C%5Chline+%5Cend{array}&bg=ffffff&fg=333333&s=0&c=20201002 "Contoh Soal Persamaan Lingkaran dan Garis Singgung (Kelas XI")
Source: ahmadthohir1089.wordpress.comJika jarak kedua pusat lingkaran 20 cm, panjang garis singgung persekutuan luar lingkaran. Di matematika kelas 11 dan gap year, lo akan bertemu dengan rumus persamaan garis singgung.
%5C:+%5C:+%5Ctextrm{adalah}....%5C%5C+%26%5Ctextrm{a}.%5Cquad+12x-5y-44%3D0%5C%5C+%26%5Ctextrm{b}.%5Cquad+12x%2B5y-44%3D0%5C%5C+%26%5Ctextrm{c}.%5Cquad+12x-y-50%3D0%5C%5C+%26%5Ctextrm{d}.%5Cquad+12x%2By-50%3D0%5C%5C+%26%5Ctextrm{e}.%5Cquad+12x%2By%2B50%3D0+%5Cend{array}%5C%5C%5C%5C%5C%5C+%5Ctextrm{Jawab}:%5C:+%5C:+%5Ctextbf{b}%5C%5C%5C%5C+%5Cbegin{aligned}x^{2}%2By^{2}%2B8x-3y-24%26%3Dx^{2}%2B8x%2B16%2By^{2}-3y%2B%5Cdisplaystyle+%5Cfrac{9}{4}-24%3D16%2B%5Cfrac{9}{4}%5C%5C+(x%2B4)^{2}%2B(y-%5Cfrac{3}{2})^{2}%26%3D16%2B%5Cfrac{9}{4}%2B24%3D42%5Cfrac{1}{4}%5C%5C+%5Ctextrm{Persamaan+garis+singgung+lingkar}%26%5Ctextrm{an+lingkaran+di+titik}%5C:+%5C:+(x_{1}%2Cy_{1})%5C:+%5C:+%5Ctextrm{adalah}:%5C%5C+(x_{1}%2B4)(x%2B4)%2B(y_{1}-%5Cfrac{3}{2})(y-%5Cfrac{3}{2})%26%3D42%5Cfrac{1}{4}
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