Для любых чисел \(\displaystyle a,\, x,\, y\) и \(\displaystyle z\) найдите показатели степеней выражения, если \(\displaystyle (az+1)\,\cancel{=}\, 0\):

\(\displaystyle (ax+1)^{12}\cdot (ay)^{4} \cdot (ay)^{11}\cdot (ay)\cdot (ax+1)^{8}\cdot (ax+1)^{9}=\)

 

\(\displaystyle = (ax+1)\)

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\(\displaystyle \cdot \,\,(ay)\)

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\(\displaystyle \cdot \,\,(az+1)\)

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