Ответы
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<p><img src=[/tex]left { {{-a-sqrt{a^2+28a}leq2,} atop {-a+sqrt{a^2+28a}geq4;}} right. left { {{sqrt{a^2+28a}geq-(a+2),} atop {sqrt{a^2+28a}geq a+4;}} right. left { {{a^2+28ageq(a+2)^2,} atop {a^2+28ageq(a+4)^2;}} right. \ \ left { {{a^2+28ageq a^2+4a+4,} atop {a^2+28ageq a^2+8a+16;}} right. left { {{24ageq4,} atop {20ageq16;}} right. left { {{ageqfrac{1}{6},} atop {ageqfrac{4}{5};}} right. ageqfrac{4}{5}; \ ain[frac{4}{5};+infty)" title="x^2+ax-7a<0, \ x^2+ax-7a=0, \ D=a^2+28a=a(a+28), \ Dgeq0, a(a+28)geq0, \ a(a+28)=0, \ a_1=-28, a_2=0, \ ain(-infty;-28]cup[0;+infty), \ x_1=frac{-a-sqrt{a(a+28)}}{2}, x_2=frac{-a+sqrt{a(a+28)}}{2}, \ frac{-a-sqrt{a(a+28)}}{2}<x" title="left { {{-a-sqrt{a^2+28a}leq2,} atop {-a+sqrt{a^2+28a}geq4;}} right. left { {{sqrt{a^2+28a}geq-(a+2),} atop {sqrt{a^2+28a}geq a+4;}} right. left { {{a^2+28ageq(a+2)^2,} atop {a^2+28ageq(a+4)^2;}} right. \ \ left { {{a^2+28ageq a^2+4a+4,} atop {a^2+28ageq a^2+8a+16;}} right. left { {{24ageq4,} atop {20ageq16;}} right. left { {{ageqfrac{1}{6},} atop {ageqfrac{4}{5};}} right. ageqfrac{4}{5}; \ ain[frac{4}{5};+infty)" title="x^2+ax-7a<0, \ x^2+ax-7a=0, \ D=a^2+28a=a(a+28), \ Dgeq0, a(a+28)geq0, \ a(a+28)=0, \ a_1=-28, a_2=0, \ ain(-infty;-28]cup[0;+infty), \ x_1=frac{-a-sqrt{a(a+28)}}{2}, x_2=frac{-a+sqrt{a(a+28)}}{2}, \ frac{-a-sqrt{a(a+28)}}{2}<x" alt="left { {{-a-sqrt{a^2+28a}leq2,} atop {-a+sqrt{a^2+28a}geq4;}} right. left { {{sqrt{a^2+28a}geq-(a+2),} atop {sqrt{a^2+28a}geq a+4;}} right. left { {{a^2+28ageq(a+2)^2,} atop {a^2+28ageq(a+4)^2;}} right. \ \ left { {{a^2+28ageq a^2+4a+4,} atop {a^2+28ageq a^2+8a+16;}} right. left { {{24ageq4,} atop {20ageq16;}} right. left { {{ageqfrac{1}{6},} atop {ageqfrac{4}{5};}} right. ageqfrac{4}{5}; \ ain[frac{4}{5};+infty)" title="x^2+ax-7a<0, \ x^2+ax-7a=0, \ D=a^2+28a=a(a+28), \ Dgeq0, a(a+28)geq0, \ a(a+28)=0, \ a_1=-28, a_2=0, \ ain(-infty;-28]cup[0;+infty), \ x_1=frac{-a-sqrt{a(a+28)}}{2}, x_2=frac{-a+sqrt{a(a+28)}}{2}, \ frac{-a-sqrt{a(a+28)}}{2}<x" />
[tex]left { {{-a-sqrt{a^2+28a}leq2,} atop {-a+sqrt{a^2+28a}geq4;}} right. left { {{sqrt{a^2+28a}geq-(a+2),} atop {sqrt{a^2+28a}geq a+4;}} right. left { {{a^2+28ageq(a+2)^2,} atop {a^2+28ageq(a+4)^2;}} right. \ \ left { {{a^2+28ageq a^2+4a+4,} atop {a^2+28ageq a^2+8a+16;}} right. left { {{24ageq4,} atop {20ageq16;}} right. left { {{ageqfrac{1}{6},} atop {ageqfrac{4}{5};}} right. ageqfrac{4}{5}; \ ain[frac{4}{5};+infty)" />