1. Every DFA by it's definition is also an NFA, and €-NFA-True
2. DFA and NFA are equivalent so every NFA has an equivalent minimal DFA- True
3. DFA when provided with a stack becomes a DPDA, so for every DFA we can have an equivalent DPDA with no push or pop being performed in stack- True
4. Every DPDA can be converted to equivalent NPDA but vice versa is not true hence both are not equivalent. A language is accepted by a DPDA means there is a defined unique transition for every input, and NPDA asks for atleast 1 transition to final state, so DPDA's are subsets of NPDA's.
Hence all are correct- D