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I'm struggling to figure out how to show that for the function, d t d p = p ( 1 p + 1 + B

I'm struggling to figure out how to show that for the function, dtdp=p(1p+1+BpAp), for all positive A and B the equation has at least one positive, stable critical point P_B(A) with P_B(A) > 1.

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