5453(96+665/6699++635665)663.3233333

asked by guest
on Nov 23, 2024 at 2:45 am



You asked:

Evaluate the expression: \(5453 \cdot \left(96 + \frac{665}{6699} + 635665\right) \cdot 663.3233333\)

MathBot Answer:

\[5453 \cdot \left(96 + \frac{665}{6699} + 635665\right) \cdot 663.3233333 = \frac{5501823696871367712707}{2392500000} = 2299612830458.2519175\overline{3688610240334378265412748171}\]

\[\begin{aligned}5453 \cdot \left(96 + \frac{665}{6699} + 635665\right) \cdot 663.3233333& = 5453 \cdot \left(96 + \frac{665}{6699} + 635665\right) \cdot \left(663 + \frac{3233333}{10000000}\right)\\& = 5453 \cdot \left(\frac{91967}{957} + 635665\right) \cdot \left(663 + \frac{3233333}{10000000}\right)\\& = 5453 \cdot \frac{608423372}{957} \cdot \left(663 + \frac{3233333}{10000000}\right)\\& = 5453 \cdot \frac{608423372}{957} \cdot \frac{6633233333}{10000000}\\& = \frac{3317732647516}{957} \cdot \frac{6633233333}{10000000}\\& = \frac{5501823696871367712707}{2392500000}\end{aligned}\]

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