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How do i tell if this trinomial 8x^2 - 14x-3 is prime or not?
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Is it prime over the integers, the rationals or the real numbers?
your equation \[ 8 x^2-14 x-3=0 \] Has two real roost but they are not rationals. Here they are \[ \left\{\left\{x= \frac{1}{8} \left(7-\sqrt{73}\right)\right\},\left\{x= \frac{1}{8} \left(7+\sqrt{73}\right)\right\}\right\} \] So your polynomial is prime over the rationals, but not prime over the reals.
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