| Product Number | 4H37-3-00 |
| Synonyms | 4-(4-Cyano-3,5-difluorophenyl)morpholine |
| CAS | 840481-30-3 |
| MDL Number | MFCD19442761 |
| Molecular Formula | C11H10F2N2O |
| Molecular Weight | 224.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-3-00
CAS: 840481-30-3
Molecule Weight: 224.211
Formula: C11H10F2N2O
![4-[4-(Difluoromethyl)-3-fluorophenyl]morpholine](data:image/png;base64,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)
PN: 4H56-3-FA
CAS: 2149590-64-5
Molecule Weight: 231.218
Formula: C11H12F3NO
PN: 4H37-1-3M
CAS: 10282-31-2
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 4H56-7-5Q
CAS: 2006276-93-1
Molecule Weight: 269.14
Formula: C10H15Cl2FN2O
Melting Point: 112-114 ℃
TSCA: Not listed on TSCA inventory