(¬p→r) ∧ (q ↔p)
"(\\lnot p\\rightarrow r)\\land (q\\leftrightarrow p)=(p\\leftrightarrow q)\\land(\\lnot p\\rightarrow r)"
Now,
"(p\\leftrightarrow q)=(p\\land q)\\lor (\\lnot p\\land \\lnot q)"
"(\\lnot p\\rightarrow r)=(p\\lor r)"
So,
"(p\\leftrightarrow q)\\land(\\lnot p\\rightarrow r)=(p\\lor r)\\land (p\\lor \\lnot q)\\land(q\\lor \\lnot p)"
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