Simplify \(23\times 7\) to \(161\).
\[\frac{0,161+\frac{43}{450}}{0,5\times 61-\frac{113}{495}}\]
Simplify \(161+\frac{43}{450}\) to \(\frac{72493}{450}\).
\[\frac{0,\frac{72493}{450}}{0,5\times 61-\frac{113}{495}}\]
Simplify \(5\times 61\) to \(305\).
\[\frac{0,\frac{72493}{450}}{0,305-\frac{113}{495}}\]
Simplify \(305-\frac{113}{495}\) to \(\frac{150862}{495}\).
\[\frac{0,\frac{72493}{450}}{0,\frac{150862}{495}}\]
Invert and multiply.
\[0,\frac{72493}{450}\times \frac{495}{0},150862\]
Use this rule: \(\frac{a}{b} \times \frac{c}{d}=\frac{ac}{bd}\).
\[0,\frac{72493\times 495}{450\times 0},150862\]
Simplify \(72493\times 495\) to \(35884035\).
\[0,\frac{35884035}{450\times 0},150862\]
Simplify \(450\times 0\) to \(0\).
\[0,\frac{35884035}{0},150862\]
Simplify \(\frac{35884035}{0}\) to \(\infty \).
\[0,\infty ,150862\]
0,INF,150862
