In this question, relationship between different elements is shown in the statements. The statements are followed by two conclusions numbered I and II.

Statement: $H > P ≤ E < L = R < V ; F ≥ V$

Conclusion:
I. $F > E$
II. $H > R$

Study the conclusions and give your answer as follows:

Given statement: $H > P ≤ E < L = R < V; F > V$

Let's analyze Conclusion I: $F > E$

From statement:

$E < L = R < V$

And $F > V$

Therefore $F > V > R = L > E$

So $F > E$ is TRUE

Let's analyze Conclusion II: $H > R$

From statement:

$H > P ≤ E < L = R$

We can only say $H > P$, but can't establish direct relation between $H$ and $R$

Because $P ≤ E < L = R$

So $H > R$ cannot be definitively established

Therefore Conclusion II is FALSE

Hence, only conclusion 1 is true.