0.75(43500-58x)=1000x

asked by guest
on Oct 26, 2024 at 3:15 am



You asked:

Solve the equation \(0.75 \cdot \left(43500 - 58 x\right) = 1000 x\) for the variable \(x\).

MathBot Answer:

The solution is: \[x = \frac{65250}{2087} = 31.\overline{2649736463823670340201245807379012937230474365117393387637757546717776712985146142788691902252036415908001916626736942980354575946334451365596550071873502635361763296597987541926209870627695256348826066123622424532822232870148538572113080977479635840919980833732630570196454240536655486344034499281}\]

\[\begin{aligned}32625 - 43.5 x &= 1000 x\\-1043.5 x &= -32625\\x &= \frac{65250}{2087}\end{aligned}\]

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