-0.4337x + 48.744 = 2.0975x - 20.596

asked by guest
on Nov 18, 2024 at 1:34 pm



You asked:

Solve the equation \(-\left( 0.4337 x \right) + 48.744 = 2.0975 x - 20.596\) for the variable \(x\).

MathBot Answer:

The solution is: \[x = \frac{86675}{3164} = 27.39\overline{412136536030341340075853350189633375474083438685208596713021491782553729456384323640960809102402022756005056890012642225031605562579013906447534766118836915297092288242730720606826801517067003792667509481668773704171934260429835651074589127686472819216182048040455120101137800252844500632111251580278128950695322376738305941845764854614}\]


\[\begin{aligned}-\left( 0.4337 x \right) + 48.744 &= 2.0975 x - 20.596\\48.744 - 0.4337 x &= 2.0975 x - 20.596\\-2.5312 x &= -69.34\\x &= \frac{86675}{3164}\end{aligned}\]