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x*1/18-y*1/12-z*1/40=8+65/9 20*x*1/18-y*1/18-10*z=-173/9 43*y*1/18/10-x*1/18-z*1/10=0 81*z*1/8-10*x-y*1/10=-20

Дано $$- frac{z}{40} + frac{x}{18} – frac{y}{12} = frac{65}{9} + 8$$ 20*x y —- – — – 10*z = -173/9 18 18 $$- 10 z + frac{20 x}{18} – frac{y}{18} = – frac{173}{9}$$ /43*y |—-| 18 / x z ——…

8*x-11*y=24 8*x*y=32

Дано $$8 x – 11 y = 24$$ 8*x*y = 32 $$8 x y = 32$$ Ответ $$x_{1} = frac{3}{2} + frac{sqrt{31}}{2}$$=$$frac{3}{2} + frac{sqrt{31}}{2}$$= 4.28388218141501 $$y_{1} = – frac{12}{11} + frac{4 sqrt{31}}{11}$$=$$- frac{12}{11} + frac{4 sqrt{31}}{11}$$= 0.933732495574553 $$x_{2} = –…

y+cos(x)=0 (5*sqrt(cos(x))-1)*(2*y-1)=0

Дано $$left(2 y – 1right) left(5 sqrt{cos{left (x right )}} – 1right) = 0$$ Ответ $$x_{1} = frac{2 pi}{3}$$=$$frac{2 pi}{3}$$= 2.09439510239320 $$y_{1} = frac{1}{2}$$=$$frac{1}{2}$$= 0.5 $$x_{2} = frac{4 pi}{3}$$=$$frac{4 pi}{3}$$= 4.18879020478639 $$y_{2} = frac{1}{2}$$=$$frac{1}{2}$$= 0.5 $$x_{3} = – {acos}{left (frac{1}{25}…

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