{"id":358735,"date":"2023-01-07T01:54:19","date_gmt":"2023-01-06T20:24:19","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/solve-graphically-the-pair-of-linear-equations-3%f0%9d%91%a5-%e2%88%92-4%f0%9d%91%a6-3-0-and-3%f0%9d%91%a5-4%f0%9d%91%a6-%e2%88%92-21-0-find-the-coordinates-of-the-vertices-of-the-tri\/"},"modified":"2025-06-26T14:48:43","modified_gmt":"2025-06-26T09:18:43","slug":"solve-graphically-the-pair-of-linear-equations-3%f0%9d%91%a5-%e2%88%92-4%f0%9d%91%a6-3-0-and-3%f0%9d%91%a5-4%f0%9d%91%a6-%e2%88%92-21-0-find-the-coordinates-of-the-vertices-of-the-tri","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/mathematics\/-solve-graphically-the-pair-of-linear-equations-3--4\/","title":{"rendered":"Solve graphically the pair of linear equations :\u00a03\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0.Find the coordinates of the vertices of the triangular region formed by these lines and x-axis.\u00a0Also, calculate the area of this triangle."},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":": Solve graphically the pair of linear equations :\u00a03\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0.Find the coordinates of the vertices of the triangular region formed by these lines and x-axis.\u00a0Also, calculate the area of this triangle.","custom_permalink":"question\/mathematics\/-solve-graphically-the-pair-of-linear-equations-3--4\/"},"categories":[],"acf":{"question":"<p>: Solve graphically the pair of linear equations :&nbsp;<\/p><p>3\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0.<\/p><p>Find the coordinates of the vertices of the triangular region formed by these lines and x-axis.&nbsp;<\/p><p>Also, calculate the area of this triangle.<\/p>","options":null,"solution":"<p>We need to graphically solve the given pair of <a href=\"https:\/\/infinitylearn.com\/surge\/formulas\/linear-equations-formula\/#:~:text=Answer%3A%20A%20linear%20equation%20is,%E2%80%9Cx%E2%80%9D%20is%20the%20variable.\">linear equations<\/a> and find the coordinates and area of the triangle region.&nbsp;<\/p><p>In order to draw the graphs, we need to find out two points with their \ud835\udc65 and \ud835\udc66 coordinates that satisfy the equations respectively. We will do this by putting random value of \ud835\udc65 and finding corresponding value of \ud835\udc66.&nbsp;<\/p><p>For 3\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 or 3\ud835\udc65 \u2212 4\ud835\udc66 =\u2212 3, it can be written as<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mi>y<\/mi><mo>=<\/mo><mfrac><mrow><mn>3<\/mn><mi>x<\/mi><mo>+<\/mo><mn>3<\/mn><\/mrow><mn>4<\/mn><\/mfrac><\/math><\/p><figure class=\"image\"><img src=\"data:image\/png;base64,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\"><\/figure><p>For 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0 or 3\ud835\udc65 + 4\ud835\udc66 = 21, it can be written as<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mi>y<\/mi><mo>=<\/mo><mfrac><mrow><mn>21<\/mn><mo>\u2212<\/mo><mn>3<\/mn><mi>x<\/mi><\/mrow><mn>4<\/mn><\/mfrac><\/math><\/p><figure class=\"image\"><img src=\"data:image\/png;base64,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\"><\/figure><p>Now, putting these coordinates on a graph and joining and extending them will give us the equation.&nbsp;<\/p><p>On plotting the point, we get the graph as<\/p><figure class=\"image image_resized\" style=\"width:72.13%;\"><img 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n2Nusn\/ZVqa7PYP\/DAAxvgTrX3s1dqiFkAk2pvs9kJ4J1qa7P4p9N4SLW3ORb2TLW1GRDyFTBOtbeZD+JFK9UeOd5xwpdUez+z4fDDD0+OpX6eG5jl3PmAHan2Nseihqm2Ng\/CrBTrezGQakuxmQScamuzWBWzJT6omFUxq2JWOWbhYRTnWLCoGBur5gqIlJzvZXo\/\/vGPm6TI71JyWJsKsKrW6gjTcIJREAk2WbsTEtT+KmR2xhlnNBl6Sh+mU6l\/SRl504C+Z5NBFJMtQaIzYzLHEUh2LvnTKV2s85C\/bFcdV+Vfvtlpp52aR4YSudNPP725IGhjT78\/fCajau4gn2LnIQAFFp\/l\/HrmmWc2FYl9HqSXnFcjbLHFFk2dsJxfvcbAHQSA6bIVkzcQJKGAqyte6KOX\/q7zYh872cvuQbLxWM6fH7p0auNPfuXfGC8pplc\/6a8unQBF7G+66abN9LZHBym5yI4pPsSsv126yRovP\/3pTzv7gJx4o9N4yNnrjnuXXXZpPg\/SSyfA4quLL74461c+gAPG3iCdvjdm4Ap86dKJ2WA8bbPNNs1vcjE7NzDLufMBX7AnJRePxadx9qVfJjKdKcxKMb36Plb6Tsm0mcwpp5zScJe8GBWrYpYPcvZWzKqYVTGrDLMiD5OA5FjmRpghsj5Tpik535t+U7UVIPpdSg6TNU0q4WmTu4lB0\/KmSiU6KX3Y8QS3nYCmK9t2yrxjotVPg77PETtnzJjRJIkSNNOT1o9Yj\/XZz362CVjfsVl7v9\/YK1BNgw7yKdbmObtBSGeXX7UZgILA50F6yXmkYE2aweUcUnKYrODyfid3cV22YvKCFRDp40HyvqePXvq7zot97GQvuwfJxmM5f37o0qmNP\/mVf7vOS5t+0l85O8W+hNugdIeYkotMr2RdzPrbpZuspN6j65yt4p9O4yFnL3CxPsPnQXp97wYoXghyfuUDOAAPunTCE7gCX7p04miDTSpel5GL2TmNWdqcOx+wo0unv3zKtzk7B2FWP2vT92KgSy4yGRct3CUvRsWqmOWDnL0VsypmVcwqw6zIxWu0zDTphJKkJA6s2aE4qxTJgjhg6g7DHUQpmZUiPyhZa1N0aClFp3WR94op8fDlL3+58VmOdFrJ82sL8ABBfRN+fRO+RwE5Ev90lqyhAILes5YjM8B8VbJYlQ\/gQI7gCVwpGSuIDT\/84Q8bkMvR3MAs584H7MgRn8b1nF00O5il78VAKbkY4xyJVTFb4oOKWRWzKmaVYxaap7sOkSnVNdZYo7mTiCQwrGuKC8u9zmazzTZrnuHmiENlpiUBwKklgBFJpo27yFSxRIv9JQMRCJYAjMB2B9U\/A5gi\/isBGP6sO3jqDh533W5ochTXJpQADB\/AgVySA0\/gSslYQWyouw7rrsOKWRWz5hfMQvM00RLUb33rW5tkSj0qJIi33HLL5juFQEeNGhXe8Y53NJ+99DJH8xq0aqI1RBW0KmjVRKsmWhWzKmbVRGseJlqC9dvf\/naTQK299tqzgkHwfuADH2jeD2hqMJ7U+9\/\/\/vDBD36weX7cRTXRqqCFKmjVRKsmWjXRqphVMWteYxaaZ4mWE\/\/4xz8ePv3pTz+rboZFZop9fuITn3jWALVQzyJzCzu7qCZaFbRQBa2aaNVEqyZaFbMqZs1rzELzLNHS+W9\/+9vDBhtsMPObIfLyZbNc66yzzrMGiNktVddtVe6immhV0EIVtGqiVROtmmhVzKqYNa8xC82zRMt2V+8GbCdaHD1ixIgm0bKzqE2c6nHiqaeeOvObNNVEq4IWqqBVE62aaNVEq2JWxax5jVmoONFi6JzcKs1Ia7G86iaSzlCZXVV1gdwm7xT0vaJmXSQAOKFkq7SquXN612Et7zBEdat03SpdcjGEJ7W8Qy3vUDGrYtYCXd5BBpvjGTNmNEmJyrnqTsUCnP3se8GnSJqT87t+mTjoONWrcF7\/+tc3VWMFg9kts1lmtWIHOikVc72w+aMf\/WijE\/m9E23r1qZDlYqgb5Cd8U7Av6Oz3MW4U2jL9Xd4PD+d5m9bFtPlbjsWLOWzfhvbzF4F6qw7G2Qr1qaIniJ57k5Tfo2szd2+QPR5kF5yBsAee+zRVBrO2enC5i7CZoQuWzF5QKQAn+AdJO97+uilv+u82MdO9rJ7kGw8lvPnhy6d2viTX\/m367y06Sf9lbNT7KtabNB2yWJ6vYtMzPrbJU\/WjYYCgDlbxT+dxkPOXtWj3XX7PEiv79Wd4ysXjy6d2vgADhgnXTrhCVwxVkp8xYZ99tmnKSyYi9k5hVmRtTl3PmBHl05\/+ZRvc3aWYBbWpu\/FQJdcZDLK5+AueTaIVTHLBzl7K2ZVzKqYVYZZkYfJIHMsewNsyuMrac+glJzvBYopPdVY\/a7dbgrPI8OYiQtCiZYXLr\/zne9skiz\/5kTEoXYk+k5bfMcgknkLdDqjfscTrEcddVQDLtr7jy+QUhmzOw6dQQbTlXoZqmljgcAPbd2Y7t13372ZlVt44YUbn+mMfrnIjuFRqERykE+x8\/BOyKOPPrp5lUC\/X9uszauKVM71eZBecoJ\/8803b+4M2J6Sw2QVj42vM+myFZMX3F59YCq4K17oo5f+rvNiHzvZy+5BsvFYzp8funRq409+5d\/+eGkzvfpJf3Xp1N9if5NNNmkGI\/BOyUV2zMsuu6yJWX+7dJO1RtHj6a4+ICf+6TQecvZ6F5vNJj4P0ksnwOQrF5mcX\/kADsCDQTp9bxzBFWOlSydmg4vGVltt1fwmF7NzArParM258wFfsCclF4\/Fp3ybw4AuzGozvfpeDHTJRSbjJhZ3yYtRsSpm+aBiVsWslFxkx6yYVYZZkYdJekpYZugAZppS7ZHj9J9MN9Xmb5zK91cQ2H34pje9Kbzvfe9rpi\/jtLxE61Of+lR44xvfGPbaa69nPTsnQ1\/UGVmGKQDNnLW\/x2TbOkzTyl4RW7S1dUZyB+N8UFuuXz\/2DiyPDhdffPHGZymZNpvaNV2damuzZ+GCRnacam+zVxkIiFRbm83MeWO7YEm1t\/nOO+9sAMYz71R7P7vbAlhmD1PtkeMzdPpT7W1mJ3vZnWpvs\/Pnh1Rbm\/mTX\/k31d5m\/aS\/Um1tFiv7779\/E1+p9n6W0ItZM6qp9jZ7dA0IU21tFv90Gg+p9ja7wACjVFubrTPhK+Mh1d5mPoADg8ZJZHgCV0rGCmaDRzESrlR7m+cEZvWzc+cDdqTa28ynfJtqa3MXZvWzvhcDqbYUu9jjVFubxaqYLfFBxayKWRWzyjELF6\/RMmUmEErWJnBqybPmSALbQrT4WDGSgJaJymBLiQ6DIPdM3LoFjyJNl3aR0hOLLLLIs9aSdZHZuLgYns9ypHNz674QX8i0Ddgc8WWJzwRMfOltjkynA41SksC6oyhZiEov\/TliJ3vZnSPnX7Kwlz\/5lX9zpJ\/0V47EPnAFGCXkLfxitmTBLCAGnDkS\/3T2j6kUmS53g5AjgMFXJYub+QAO5CiuoSgZK4gNRxxxRAOIOZobmOXc+YAdOeJTvs1RKWYhfS8GSskTBJwjsSpmS3xQMatiVsWscsxC82zX4dwiQeiupCuw3blYrO5x5N577z3z2+eSrP0b3\/hGI7fqqqvO\/Lab6q7DIQJCgrE9g5iiuoOn7uCBKyVjBbGh7jqsuw4rZlXMml8wCz0viZZM1cyQzoknIZhlrjqqlMnnAK4LtBxbJvyRj3ykSZ5e+tKXhv32229m67PJHcsXv\/jF8JKXvKR556L3MZZQTbSGqIJWBa2aaNVEq2JWxayaaD1PiZbFe9Ysbb\/99s3zT2RWySyRhMTsUgkPHz68WVTYRYNAS2B4h6LEaemllw477LBDeMMb3hD23HPPmRJD5PxMoVrQbu2Yxe1vfvObwyqrrDJToptqojVEFbQqaNVEqyZaFbMqZtVE63lKtCQfZpDGjBkzK9GybuD\/\/b\/\/13xfymagTjvttOb3g2gQaHlO\/fWvfz0cdthhs54vq8slkWqTmTdlJmzJnTFjRrOITgX7lVdeeaZEN9VEa4gqaFXQqolWTbQqZlXMqonW85RoqTthl4Dfx4WpOkiND1skbSnNcZQzGLpoEGixuw2OtpBKiPoTLYOoHcAW8r31rW+tiVYFrQpaNdGqiVaPKmZVzKqYNZcSLR1QEoRIwNj6OC\/IjFRJEA5KtPppdhOt9q7DkqAt3cFjnZuLS6q2Vz95LFuyg8fMXukOHsmydWu5IIxkJhAY5XZ80Ucv\/TliJ3vZnSPnzw854k9+LdnxVbqDR+x7\/Fy6KwUIi1nglaPSHTzxItd+YfsgKt3BYzaar0qqR\/NByYUTnsCVUoBnQ+muw7mBWc6dD+LMfBeV7josxSw0t3YdilUxW+KDilkVsypmlWMWmmeJlkw4NQAFsTuG1OAQ3DLOLqqJVgUtVEGrJlo10aqJVsWsilnzGrPQMIX\/cmw6T9VU7xi74oorkjKRFQdTSEwhUr9rf49jIAlAC8wtlG8TJ5NpT7VylunX\/\/mf\/2kezSGBK+lSTTYew\/E8XgTEEimfBZpO1m4QxalOVenbiZbpQAXoFCIjG6e7+xMtSaBp0JQfgL+6XHEhPZ\/5rl8uMvskZqZAU+2R2eQxq8r4HqG2\/drP2lTiVeE41R6ZHN+rBqzKcc7O008\/vanaq6BcSqbN5H\/2s5+FI4888ln9k2L66KW\/67zYx072srtLFjt\/fuiS08af\/Mq\/se8HsX7SX106DWqxv+GGGzaVo31OyUV2TKAhZv3t0k1WpWcAk2qPTE5802k85Ow98MADm40qqfbIdKoCzVdek5HzKx\/AAWM+JRPZOIIrxkqXTsyGWBncb3Ix+49iVj9rc+58wBfsSclF5lO+7YoBOiNm6bOcTn0vBnJymIzK5LhLnn1iVczyQc7eilkVsypmlWFW5GE6IscGqkRn5513bkrPc1pKzvcCa9ddd20c4XexzfdYsoOsG7Drz3sBZdLxbs7dQvtuUaLjnYhxQTyHIc9xDQz2xGM43uGHH96U5ucIrzSIbeQMjPistj\/RkpnHarN+F+\/s+hMt2axBQy7qjuxVF15+\/epXvzr87\/\/+b\/OagAhKKXacfffdt9n5OMinmBwAcF4W87f92s\/aDjjggLDbbrs1nwfpJcdHfGvhf5edZD2\/l0Tqwy5bMXkV\/sUL8MjFC730d50X+9jJXnYPko3Hcv780KVTG3\/yK\/+246Wf6dVP+qtLzo2A2HcTYcwAmZRcZLoAwY477tj87dKtzXv+vCWhqw\/I8ZHzMh66fMDeLbbYIqyzzjrN50F66XRxodMdes6vfAAHuuLF98alOOGrLp2YDcadUit+k4vZfxSz+lmbc+cDvhjUV\/FYfMq3fNwvE5nOQZjVz\/TqezHQJReZjDqBuEtejPKVmOWDLnvpqZhVMatiVhlmRR5mGjLHkhqJkQTD1GJKJrKZIFmkaVC\/a3\/vb1zwacZKR8X3GK6wwgrPWeTJUe95z3ua9ne84x2NI+hApnfNfkW92PHMSlkoZ1o3Hjcy+fgYof\/RIX3qdEV9MdnrT7SQpKx93Mj0Cxbvb\/z85z\/fzKT5rl+uze563CGl2tpsoaa7B9PAbb\/2szYzfe78U+2RyVnMaRC4g+uyk6wZSMmpKdiUTJvJm\/XjYzs3UzKR6aOX\/q7zYh872cvuLlns\/PmhS04bf\/Ir\/6Zk2qyf9FeqLTKdYh\/AGjM5O7GkXsxajJlqb3O820y1tVn802k85HzgTg64pdrbbPEnXxkTOZ18AAdS46TN8ASulPqKDS5GfpOL2X8Us\/pZm3PnA3akZNrMp3yb09mPWV2s78VAqi3F7rhxqi1y9JWYzfkAV8yqmFUxqxyzcPEaLTNBgqDkebcAFAQ58hjOLNP73\/\/+JpnyaNBnjt5oo41mzWItv\/zyRbtMkCRIYOXWUMytNVonn3xyo1fdr5KdDnaZ6LAcebRpNrDk9QQGdekaCndHJc\/PBaxALCXBWPK8G9FLf47Yyd7StQn8kCP+5Ff+zZF+KtkVJPbdHZesC0Bmcz3zL9l1dscddxTtOhP\/xkHJGgpjwZ1ZjtyM8BVwyREfwIEcwRO4UjJWEBvczFgjk6O5gVnOnQ9y63gQn\/JtjkoxC+l7MVBKdpyV7DoTq2K2xAcVsypmVcwqxyz0vJR3yJGO+OY3vxle+cpXhte85jWz6mt98IMfbKbdShazRuJQd3C5AJhbiZZpTXpreYd7ixYi163Sdas0XCkZK6iWd6jlHSpmVcyanzALvSASLWSadfTo0bNmsf71X\/+1WRjXppK7yFLQ0lEeW3p82UV27FhHNnbs2JnfdFNNtIaoglYFrZpo1USrYlbFrJpovUASLY5QNf5lL3tZWGihhZpHiP5trZNX5ZQ4KVIpaAFq66g8hugi57HEEkuErbfeeuY33VQTrSGqoFVBqyZaNdGqmFUxqyZa8zjR8kzcFk2vwjGL9eEPfzhccMEFTefZiWhXou8XWWSRWbsNczQ7oDU3qCZaQ1RBq4JWTbRqolUxq2JWTbTmYaKlOJxZrPiocP31139OAThOt6hcu8d83\/72t5vB0EVzM9FybrlBWxOtIaqgVUGrJlo10aqYVTGrJlqzkWgxtLTKruDKJUQC4I1vfGNTvsHugUGDwdotC9at2ZJwKajWRQKAE0p28NjdWAIskQyC3ED4e3Ydluyg0blAoHQHTwkQ2glz6KGHFg0CQVUChJHMVgraEqK3JGjZyd6SHTzOvwQI+ZNfcxdjpJ9KgFDsz+4OHjFbcqG1tbuk0vfc2sHDVyVAyAclF0N4AldKxgpig9o9LnQ5mtOYhZw7H8yrXYf6XgyUks08OEezu+uwYlbFrIpZZZiFhs2YMaOpG9LFnC8IZJFmohwgJed7wcoJDPG7fpn4KgKO32677Z41YHWe3wtgf9vB6diLLbbYLOc6WUkYuajb8WTvKudKoAbZibWpW6IKbJdcZDJqouBB8u40LOC3eP5zn\/tc4zPfpWQxe2Xw7MjZqm6JirnuDlJ+jaxNYF166aXN50F6yRmACtrF2iEpOUwWAKkd4o6ny1ZMXsDGekOD5H1PH730d50X+9jJXnYPko3Hcv780KVTG3\/yK\/92nZc2\/aS\/cnaKfcUHbdfuksX0SvjFrL9d8mRVO+6KQaxN\/NNpPOTsVWhXQT+fB+n1vRlnvjJD0qVTGx\/AAeOzSyc8MbaNlRJfsWG\/\/fZrlhjkYnZOYVZkbc6dD9jRpdNfPuXbnJ2zg1n6Xgx0yUUmA99yGMcGsSpm+SBnb8WsilkVs8owK\/IwU\/A5dvcYq6YrPCbrTMn53jSdyqqqtvtdbPM9luFLkCRV\/VO0EqtouL\/9dwG+j48XZfOSNJ0Yj+F4BoBqsMrkC9rY1s9sVQHXDFSXXGQyKv3iQfJqq5h98wqehRdeuPGZO5+ULGavVy5IHgf5FDueQOV\/QND2az9rU4tMBVufB+klBwQ222yzpjAs21NymKzXDaiYbNB22YrJW1Ongq7+GSTve\/ropb\/rvNjHTvaye5BsPJbz54cundr4k1\/5Nxcv+kl\/denU32J\/4403bkADGKfkIjsmgBWz\/nbpJitexW1XH5AT\/3QaDzl7vcFA9WSfB+mlU\/FDvpLk5PzKB3DAmB+k0\/fwhE5jpUsnZoOkYauttmpiKxez\/yhm9bM2504nX7AnJRePxad8m8OAeYlZWIyKVTHLBxWzKmal5CI7ZsWsMsyKPMwzzByb0pNtOoAZKZ8HyUmOKJaVpuS0l0x5DqI4ZW9Gi562bseTjQpAydwgO7E2ASUr7ZKLTMbAwYPkfW+w2C35xS9+sfFZl25tEk+ZdE7OdLGgcbeVk3XHIyDi536Z+L2KtZ7LC5acTrXOAIwEuUsWa3cHB7BMLQ+S9z199NLfpVcbO9nL7i6d\/jp\/fsjp5E9+5d+crH7SXzk5sW\/WxR1nlyzW7g5NzLq5yOkWr+I2Jyf+6TQecrIuMIAjfu6Xid+b0ucrU+w5nXwAB4z3Lp3wBK7kxgrWzgZ3shKuLnltcwqzImtz7nzAji6d\/vIp3+Z0zkvMwtrEqpgt8UHFrIpZFbPKMCty8RotJy9oStYmGNglz5ojma6MjlNFN8XAddNNN22y3S4SfNFZOTKdyLmlZBDgLnL3GNdo8VmODFYDIUc6y0AsedYsAEqeNQMUfuX\/HAlUg6WUgIFBXrIQlV76c8RO9pasC3D+\/JAj\/owAnyP9pL9yJPbtmjUDW0IGrpgtWTArXksWN8fkwXjIkTtkNwg5cmPDV0A2R3wAB3IET+BKyVhBbPB43t1qjuYGZjl3Pii5WeRTvs3RvMYsJFbFbIkPKmZVzKqYVY5ZaJ6Wd5BtbrnlluHtb3\/7rN2HOT7ttNNm\/jpNgtDdRklgC8ISEIokWHIBU3cdDhEQcjGsO3jyZByI2bqDJ09sqLsO667DilkVsxbIXYdzA7TMYMUE6t3vfnf43\/\/93+YVPK94xSvCf\/3XfzWf7UzU7rM3gFuI1kU10aqghSpo1USrJlo10aqYVTFrXmMWmmeJlsBbeumlw8tf\/vKw\/\/77Nx2H1l133eZdh6ZcBTRAtd7pfe97X1HA1ESrghaqoFUTrZpo1USrYlbFrHmNWWieJVq2hb73ve9tEpJ2wKiR8+pXv7pZ0R9JoJjd2mijjbKDpiZaFbRQBa2aaNVEqyZaFbMqZs1rzELzLNEy+N\/85jc3FeHbZDeRREVNjzZtvvnm4T\/\/8z+zC\/tqolVBC1XQqolWTbRqolUxq2LWvMYsVJxo6YCSIEQCxjbRLlIt9h3veEfYZJNNZn4zRKoYWxy\/xhprPOuE1bdQCFQ9jC6yRbQ0CNXhKqmaHEmR1VyF23aiVRK0\/FCygybuyLBNOEd33XVX0e4JO0eAQAloql9mR04uCCNZSweMcju+6KM31kfrInayl905cv78kCP+5NeSHV\/6qaQqt9gHWqW7UoCwmAVeORKvJVW540XOeMiRHTwloGUrM1\/Z0p0jPii5cMITuFIK8GyQaAG6HM1pzELOnQ\/YkSM+Ldl1OK8xC4lVMVvig4pZFbMqZpVjFnreZrT6g33GjBnhIx\/5SBg1atSz7jgY7\/ulllrqWYGk8JvX8Ch+1kV1RqveHSLnX+8O64xWndGqM1oVsypmzfMZLZ2bY52lfpVkRyDKvFNyvmeoZEOFWb+Lbb73V3A6EcG8+uqrh1e96lXhjDPOmGnO0F3QyJEjw9ve9rZnZeJmviRa8V2Hfq\/dnUU8huOpLmv2S4cJ8tjWz2w99dRTm2qwXXKRyajaiwfJA7S99967qQz\/yU9+svGZTD4li9mrurDKvYN8ih1PsAgsr1Ro+7WftalJ5hUFPg\/SS07RNVW2Ja9sT8lhsl5joLovf3fZism741CVGCANkvc9ffTS33Ve7GMne9k9SDYey\/nzQ5dObfzJr\/ybixf9pL+6dOpvse9Rt9c5AJiUXGTH9LhczPrbpZuseBW3XX1ATvzTaTzk7FWnzqN6nwfppVNyw1eqQef8ygdwwLgfpNP38ASuGCtdOjEbAJxXd6mhk4vZfxSz+lmbc+cDvmBPSi4ei0\/5NocB8xKzsBgVq2KWDypmVcxKyUV2zIpZZZgVeZgMOscyPZ3KYbJj05spOd9b5H722Wc31Vj9rt2uTcYc7zB+\/vOfN+UcPBJUjNQdBdp3332bkg4rrLBCE3gHHnhgeMMb3tAkX3EaXKJlqpfOqN\/xnJRaWzpjkJ1Ym8eQAqtLLjIZAxEPkjeV7NUACy20UFh00UUbn0ksU7KYvQLAgM3ZatACTEHQ79c2axOoNhP4PEgvOdPKO++8cxNgbE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tZraM15ECLge60006Fk+UG4umnn74spTu1oNU6Wi1otY7WQGFWpNbRGjyYdeE1d4VPHjQtrD96erGVyOFaf\/\/p4Ss\/mReuuHnFrcQWs1pHa0iC1iGHHFKsaL3rXe\/KugLdglbraLWg1TpaA4lZqHW0Bg9mPfHYI2HqnEvDmFPmd5ys2cW7Ej8ycVbx3sStv3deOPn8W5e\/K7HFrEHmaC1ZsiRbaR0AF9QtRaKzq3BKsdFpp50WZs+evexTd9LxQDgHCAFQb24dUhjbg03EubKqRWlzYqcIOpejhDHGiNuNKRJQLQeIAKEYLznvLRN0jRLmEoPNjWGkXOWnSD3VN8cp0n5ySBF5kmtODCP9pL9SRPfFpMkxbgRg6GzqPB+irzkDJ\/1XZg4Qsiv2lSJ2SlbsNkVkkLoIguKgBV9ySB2OP\/74YkBMUYtZeZiF6CqdzZFBi1kDj1nXLFoQnvzzX8KZV9wXPnHIBcVtRM4Wp0tIiIN+c21xruvmGxeH225tMWsgMQtlv4JHaH6vJ+BxekhdPt9rFAGI8Op3dfmwNMISyj7ndRYHHXRQ8XJOgqjmiaxMEWiVmfM6i1\/\/+tfF6wma8kWWx1YgbsrPWDzb7KSp\/Vg5Z511VtbrCUT31a7U6wmkOZSf8zoLEXv333\/\/4jUNKbmKruv1BAyhqa5YfhGWzTjMJrrl973ylKv8pnapn3qqr3p3yxufpf3k0FSmNPIkV\/Jt6lfl6if91ZRPPen+vvvuW9gMPajLF1lZXs\/hNRH+NpUtjb7S26Y+kI8Oahd7SMmVXbEvn7uVq0x2qkx2m5IrGcABeNCtTN\/DE7hCVk1lYnXwCp6xY8cWv0npbItZeZhFR8mKzpJBU32V02LWwGLWnDnnhZM6cp1\/2bxw\/XVXh5+ffWHY9sDpYeMx05a9mHpqWHffyWHn758XDj\/u9HDOpLM7v+ve\/+rZYlbfYFbkYS211FJLLbXUUkst9QUNG\/b\/AVC5ulRSaZqEAAAAAElFTkSuQmCC\"><\/figure><p>Since the curves intersect at the point (3, 3), the solution of the equations<\/p><p>3\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0 \ud835\udc56\ud835\udc60 (3, 3).&nbsp;<\/p><p>Hence, \ud835\udc65 = 3 \ud835\udc4e\ud835\udc5b\ud835\udc51 \ud835\udc66 = 3.&nbsp;<\/p><p>From the graph, the vertices of the triangular region are (3, 3), (\u2212 1, 0) and (7, 0).&nbsp;<\/p><p>The area of the triangular region is<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mi>A<\/mi><mo>=<\/mo><mfrac><mn>1<\/mn><mn>2<\/mn><\/mfrac><mo>\u00d7<\/mo><mtext>&nbsp;base&nbsp;<\/mtext><mo>\u00d7<\/mo><mtext>&nbsp;height&nbsp;<\/mtext><\/math><\/p><p>On substituting the values, we get the area as<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mi>A<\/mi><mo>=<\/mo><mfrac><mn>1<\/mn><mn>2<\/mn><\/mfrac><mo>\u00d7<\/mo><mtext>8<\/mtext><mo>\u00d7<\/mo><mtext>&nbsp;3<\/mtext><\/math><\/p><p>\u21d2 \ud835\udc34 = 12 \ud835\udc60\ud835\udc5e. \ud835\udc62\ud835\udc5b\ud835\udc56\ud835\udc61\ud835\udc60<\/p>","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Solve graphically the pair of linear equations :\u00a03\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0.Find the coordinates of the vertices of the triangular region formed by these lines and x-axis.\u00a0Also, calculate the area of this triangle. - Infinity Learn by Sri Chaitanya<\/title>\n<meta name=\"description\" content=\": Solve graphically the pair of linear equations :\u00a03\ud835\udc65 \u2212 4\ud835\udc66 + 3 = 0 and 3\ud835\udc65 + 4\ud835\udc66 \u2212 21 = 0.Find the coordinates of the vertices of the triangular region formed by these lines and x-axis.\u00a0Also, calculate the area of this triangle.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" 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