(0.4523) = 0.4342x + 0.8385

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on Nov 20, 2024 at 6:26 am



You asked:

Solve the equation \(0.4523 = 0.4342 x + 0.8385\) for the variable \(x\).

MathBot Answer:

The solution is: \[x = - \frac{1931}{2171} = -0.\overline{889451865499769691386457853523721787194841087056655918931368033164440350069092584062643942883463841547673883003224320589590050667894979272224781206817134960847535697835099032703823122984799631506218332565637954859511745739290649470290188853063104560110548134500230308613542146476278212805158912943344081068631966835559649930907415937356057116536158452326116996775679410409949332105020727775218793182865039152464302164900967296176877015200368493781667434362045140488254260709350529709811146936895439}\]

\[\begin{aligned}0.4523 &= 0.4342 x + 0.8385\\0.4342 x &= 0.3862\\x &= - \frac{1931}{2171}\end{aligned}\]

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