Решение7/7-х. + х^2+49/х^2-49 при х= - 14.
7/(7 - х). + (х^2 + 49)/(х^2 - 49) = 7 / (7 - x) - (x² + 49) / [(7 - x)*(7 + x)] == [7*(7 + x) - x² + 49] / [(7 - x)*(7 + x)] = [49 + 7x - x² - 49] / [(7 - x)*(7 + x)] == [x*(7 - x)] / [(7 - x)*(7 + x)] = x / (7 + x)при х= - 14. - 14 / (7 - 14) = - 14/(-7) = 2
Смотри во вложениях. Всего два ответа а=0 (х=0, у=0), а=2 (х=1, у= -1)
A) f(2)=5*2^2-4 f(2)=16; f(-3)=5*(-3)^2-4=41; f(0)=5*0-4=-4
б) f(x)=-4
-4=5x^2-4
5x^2=0
x^2=0
x=0
f(x)=1
1=5x^2-4
5x^2=5
x^2=1
x=1; x=-1
(6x - 5(x-1))/x.(x-1) = 1/2
(x+5)/x.(x-1) = 1/2
2.(x+5) = x.(x+1)
2x+10=xkv +x
xkv -x -10=0