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Let's solve the given equation step by step: Given: 
On Expanding the Equation (p−2q−1)2 , we get 
Substituting back into the equation:
On Combine all p2 terms, we get:
Let Assume a simple relation:
Assume p - 2q = k (where k is a constant we need to find). Then = If k = 1, substitute p = 2q + k = 2q+1. Then, Substitute p=2q+1 into both sides: Simplify to verify if the equation holds true. Hence, it's shows that the equation is satisfied. therefore, The value of p − 2q is 1.
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