Для любых чисел \(\displaystyle p,\, q,\, r\) и \(\displaystyle s\) найдите показатели степеней выражения, если \(\displaystyle (p-q)\,\cancel{=}\, 0\):

\(\displaystyle (r+pq)\cdot (p-5rs)^{7} \cdot (r+pq)^{5}\cdot (p-5rs)^{3}\cdot (r+pq)^{11}\cdot (p-5rs)^{10} = \)

 

\(\displaystyle = (r+pq)\)

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\(\displaystyle \cdot \,\,(p-5rs)\)

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\(\displaystyle \cdot \,\,(p-q)\)

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