1х: 1,8=10/18х=5/9х; 5/9х*х=5/9х^2; 574-5/9х^2=х ; Квадратное уравнение, решаем относительно x:
Ищем дискриминант:
D=(-1)^2-4*(-5//9)*574=1-4*(-(5//9))*574=1-(-4*(5//9))*574=1-(-(20//9))*574=1-(-(20//9)*574)=1-(-(11480//9))=1+(11480//9)=11489//9~~1276.55555555556;
Дискриминант больше 0, уравнение имеет 2 корня:
x_1=(2root(11489//9)-(-1))/(2*(-5//9))=(2root(11489//9)+1)/(2*(-(5//9)))=(2root(11489//9)+1)/(-2*(5//9))=(2root(11489//9)+1)/(-(10//9))=-(2root(11489//9)+1)/(10//9)=-(2root(11489//9)/(10//9)+1/(10//9))=-(2root(11489//9)/(10//9)+(9//10))=-2root(11489//9)/(10//9)-(9//10)~~-33.0560258738546;
x_2=(-2root(11489//9)-(-1))/(2*(-5//9))=(-2root(11489//9)+1)/(2*(-(5//9)))=(-2root(11489//9)+1)/(-2*(5//9))=(-2root(11489//9)+1)/(-(10//9))=-(-2root(11489//9)+1)/(10//9)=-(-2root(11489//9)/(10//9)+1/(10//9))=-(-2root(11489//9)/(10//9)+(9//10))=2root(11489//9)/(10//9)-(9//10)~~31.2560258738546.