2 Лінійні рівняння – 2 невідомі – 10 завдань


<Tex><b> Розв’яжіть наступну систему рівнянь: </b> </Tex> <br /> <br /> (1) §§V0(2,9,1,8)§§x + §§V1(2,9,1,8)§§y = §§(§§V0_0§§*§§V2(-9,9,1,8)§§ + §§V1_0§§*§§V3(-9,9,1,8)§§)§§ <br /> <span class="ms-4">§§V0_1§§x + §§V1_1§§y = §§(§§V0_1§§*§§V2_0§§ + §§V1_1§§*§§V3_0§§)§§</span> <br /> <br /> (2) §§V0_2§§x + §§V1_2§§y = §§(§§V0_2§§*§§V2_1§§ + §§V1_2§§*§§V3_1§§)§§ <br /> <span class="ms-4">§§V0_3§§x + §§V1_3§§y = §§(§§V0_3§§*§§V2_1§§ + §§V1_3§§*§§V3_1§§)§§</span> <br /> <br /> (3) §§V0_4§§x + §§V1_4§§y = §§(§§V0_4§§*§§V2_2§§ + §§V1_4§§*§§V3_2§§)§§ <br /> <span class="ms-4">§§V0_5§§x + §§V1_5§§y = §§(§§V0_5§§*§§V2_2§§ + §§V1_5§§*§§V3_2§§)§§</span> <br /> <br /> (4) §§V0_6§§x + §§V1_6§§y = §§(§§V0_6§§*§§V2_3§§ + §§V1_6§§*§§V3_3§§)§§ <br /> <span class="ms-4">§§V0_7§§x + §§V1_7§§y = §§(§§V0_7§§*§§V2_3§§ + §§V1_7§§*§§V3_3§§)§§</span> <br /> <br /> (5) §§V4(2,9,1,8)§§x + §§V5(2,9,1,8)§§y = §§(§§V4_0§§*§§V2_4§§ + §§V5_0§§*§§V3_4§§)§§ <br /> <span class="ms-4">§§V4_1§§x + §§V5_1§§y = §§(§§V4_1§§*§§V2_4§§ + §§V5_1§§*§§V3_4§§)§§</span> <br /> <br /> (6) §§V4_2§§x + §§V5_2§§y = §§(§§V4_2§§*§§V2_5§§ + §§V5_2§§*§§V3_5§§)§§ <br /> <span class="ms-4">§§V4_3§§x + §§V5_3§§y = §§(§§V4_3§§*§§V2_5§§ + §§V5_3§§*§§V3_5§§)§§</span> <br /> <br /> (7) §§V4_4§§x + §§V5_4§§y = §§(§§V4_4§§*§§V2_6§§ + §§V5_4§§*§§V3_6§§)§§ <br /> <span class="ms-4">§§V4_5§§x + §§V5_5§§y = §§(§§V4_5§§*§§V2_6§§ + §§V5_5§§*§§V3_6§§)§§</span> <br /> <br /> (8) §§V4_6§§x + §§V5_6§§y = §§(§§V4_6§§*§§V2_7§§ + §§V5_6§§*§§V3_7§§)§§ <br /> <span class="ms-4">§§V4_7§§x + §§V5_7§§y = §§(§§V4_7§§*§§V2_7§§ + §§V5_7§§*§§V3_7§§)§§</span> <br /> <br /> (9) §§V6(2,9,1,8)§§x + §§V7(2,9,1,8)§§y = §§(§§V6_0§§*§§V2_0§§ + §§V7_0§§*§§V3_1§§)§§ <br /> <span class="ms-4">§§V6_1§§x + §§V7_1§§y = §§(§§V6_1§§*§§V2_0§§ + §§V7_1§§*§§V3_1§§)§§</span> <br /> <br /> (10) §§V6_2§§x + §§V7_2§§y = §§(§§V6_2§§*§§V2_2§§ + §§V7_2§§*§§V3_3§§)§§ <br /> <span class="ms-4">§§V6_3§§x + §§V7_3§§y = §§(§§V6_3§§*§§V2_2§§ + §§V7_3§§*§§V3_3§§)§§</span>
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