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3/2=1.55/2=2.55/3=1.6666…7/3=2.3333… \begin{aligned} 3/2 &=& 1.5 \\ 5/2 &=& 2.5 \\ 5/3 &=& 1.6666\ldots \\ 7/3&=& 2.3333 \ldots \end{aligned} 3/25/25/37/3====1.52.51.6666…2.3333…
The above shows all equations of ratios of 2 distinct prime numbers. Is it true that the ratio of 2 distinct prime numbers is never an integer?
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