Question

please solve as fast as possible​

Answer 1

Answer:

$\frac{ {( {a}^{p + q}) }^{2} { ({a}^{q + r} )}^{2} { ({a}^{r + p}) }^{2} }{ { ({a}^{p} \times {a}^{q} \times {a}^{r}) }^{4} } = 1 \\ = \frac{ { ( \cancel{{a}^{p}) }^{2}} \times { (\cancel{{a}^{q}) }^{2}} \times {(\cancel{ {a}^{q} )}^{2}} \times {(\cancel{ {a}^{r}) }^{2}} \times { \cancel{({a}^{r}) }^{2}} \times { \cancel{({a}^{p}) }^{2}} }{\cancel{({a}^{p})^{2}} \times (\cancel{{a}^{p})^{2}} \times ( \cancel{{a}^{q} )^{2} }\times ( \cancel{{a}^{q} )^{2}} \times (\cancel{{a}^{r})^{2}} \times (\cancel{{a}^{r})^{2}}} = 1 \\ = \: \: \large{\boxed{ \bf{ \underline{ \underline{ 1 = 1}}}}}$