What should come in place of (?) in the expression $$P \,?\, U = E J; \quad E \,?\, M P$$ definitely holds true?

Question

What should come in place of (?) in the expression

$$P \,?\, U = E > J; \quad E \,?\, M < W$$

respectively so that the expression $$W > P$$ definitely holds true?

Accepted Answer

**Solution:** 1. Given the expression: $$P \,?\, U = E > J; \quad E \,?\, M < W$$ 2. We need to find the operators (?) such that the final relation $$W > P$$ definitely holds true. 3. Consider the first part: $$P \,?\, U = E > J$$ Since $$U = E$$, the relation between $$P$$ and $$U$$ must be such that it does not contradict the chain. 4. Consider the second part: $$E \,?\, M < W$$ Since $$E$$ and $$M$$ are related by the operator, and $$M < W$$, the relation between $$E$$ and $$M$$ must be consistent with $$W > P$$. 5. From the options, if we take: - $$P = U$$ - $$E = M$$ Then the chain becomes: $$P = U = E = M < W$$ 6. This chain clearly shows: $$W > M = E = U = P$$ Hence, $$W > P$$ definitely holds true. **Answer:** $=, =$

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