Given x + bw*y = cw, x + bv*y = kv, evaluate x, y.
You asked:
Given \( x + b w y = c w \), \( x + b v y = k v \), evaluate \( x \), \( y \).
MathBot Answer:
The system of equations has infinitely many solutions.
$$\begin{aligned}x&=\frac{v w \left(c - k\right)}{v - w}\\y&=- \frac{c w - k v}{b \left(v - w\right)}\end{aligned}$$