Question

Verify
$((729) \frac{ - 5}{3}) \frac{ - 1}{2} = (729) \frac{ - 5}{3} \times ( \frac{ - 1}{2} )$
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Answer 1

Step-by-step explanation:

Given :

$\sf{\bigg((729)\dfrac{-5}{3}\bigg)\dfrac{-1}{2}=(729)\dfrac{-5}{3}\times\bigg(\dfrac{-1}{2}\bigg)}$

To find :

Verify the equation

Concept :

To verify the equation . Find the value of Right Hand Side and the value of Left Hand Side .

Solution :

Right hand side -:

$:\implies\sf{LHS=\bigg((729)\dfrac{-5}{3}\bigg)\dfrac{-1}{2}}$

$:\implies\sf{LHS=\bigg(\cancel{729}\times\dfrac{-5}{\cancel{3}}\bigg)\times\dfrac{-1}{2}}$

$:\implies\sf{LHS=\cancel{-3645}\times\dfrac{-1}{\cancel{2}}}$

$:\implies\sf{LHS=1822.5}$

So , the value Right Hand Side is 1822.5 .

Left hand side -:

$:\implies\sf{RHS=(729)\dfrac{-5}{3}\times\dfrac{-1}{2}}$

$:\implies\sf{RHS=\bigg(\cancel{729}\times\dfrac{-5}{\cancel{3}}\bigg)\times\dfrac{-1}{2}}$

$:\implies\sf{RHS=\cancel{-3645}\times\dfrac{-1}{\cancel{2}}}$

$:\implies\sf{RHS=1822.5}$

So , the of Left Hand Side is 1822.5 .

RHS=LHS

Hence , verified ...