(14−2)Q−20,000=(14−1.25)Q−30,000

solve for Q

asked by guest
on Oct 20, 2024 at 10:40 pm



You asked:

Solve the equation \[\left(14 - 2\right) \cdot Q - 20,000 = \left(14 - 1.25\right) \cdot Q - 30,000\] for the unknown \(Q\).

MathBot Answer:

The solution is: \[Q = \frac{40000}{3} = 13333.\overline{3}\]

\[\begin{aligned}12 Q - 20000 &= 12.75 Q - 30000\\0.75 Q &= -10000\\Q &= \frac{40000}{3}\end{aligned}\]

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