Question

Hii

Solve :-
${(85-96(6777/978)+6^9*45})/{(57-89(46*78))}$
​

Answer 1

Given :

$\qquad \bull \: \: \tt \bigg(\frac{85-96( \frac{6777}{978} )+6^9 \times 45}{57-89(46 \times 78)} \bigg)$

To Find :

• The Answer of the question by Evaluating.

Required Solution :-

${ \huge \star } \: \: \tt\frac{ 85-96( \frac{ 6777 }{ 978 } )+6 ^ { 9 } \times 45 }{ 57-89(46 \times 78) } \\\\\ : \implies \tt\frac{85-96\times \left(\frac{2259}{326}\right)+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{85-\frac{96\times 2259}{326}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{85-\frac{216864}{326}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{85-\frac{108432}{163}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{\frac{13855}{163}-\frac{108432}{163}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{\frac{13855-108432}{163}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{-\frac{94577}{163}+6^{9}\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{-\frac{94577}{163}+10077696\times 45}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{-\frac{94577}{163}+453496320}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{-\frac{94577}{163}+\frac{73919900160}{163}}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{\frac{-94577+73919900160}{163}}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{\frac{73919805583}{163}}{57-89\times 46\times 78} \\\\\ : \implies \tt\frac{\frac{73919805583}{163}}{57-4094\times 78} \\\\\ : \implies \tt\frac{\frac{73919805583}{163}}{57-319332} \\\\\ : \implies \tt\frac{\frac{73919805583}{163}}{-319275} \\\\\ : \implies \tt\frac{73919805583}{163\left(-319275\right)} \\\\\ : \implies \tt\frac{73919805583}{-52041825} \\\\\ \underline{ \boxed{: \implies {\bf-{\frac{73919805583}{52041825} }}}} \: \: \huge \star$

★ Hope it helps u ★