L+V=20

(X*L)+(Y*V)=10

Y=179.49*X/562

(1-Y)=1231.42*(1-X)/562

asked by guest
on Nov 27, 2024 at 2:22 pm



You asked:

Solve the system of equations:L+V=20XL+YV=10Y=179.49X5621−Y=1231.42(1−X)562\begin{aligned}L + V &= 20\\X L + Y V &= 10\\Y &= \frac{179.49 X}{562}\\1 - Y &= \frac{1231.42 \left(1 - X\right)}{562}\end{aligned}

MathBot Answer:

The system of equations has one solution.

L=175438134201280299221,V=80621710001280299221,X=66942105193,Y=6007709792955923300L = \frac{17543813420}{1280299221}, V = \frac{8062171000}{1280299221}, X = \frac{66942}{105193}, Y = \frac{600770979}{2955923300}

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