| Product Number | 4H56-1-UW |
| Synonyms | (4S,5R)-(-)-4-Methyl-2-oxo-5-phenyl-1,3-oxazolidine |
| CAS | 16251-45-9 |
| MDL Number | MFCD00066226 |
| Molecular Formula | C10H11NO2 |
| Molecular Weight | 177.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-UW
CAS: 16251-45-9
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H56-1-572
CAS: 77943-39-6
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H56-1-S0G
CAS: 191090-29-6
Molecule Weight: 253.301
Formula: C16H15NO2
PN: 4656-1-SR
CAS: 6372-14-1
Molecule Weight: 285.343
Formula: C17H19NO3
![(4S,5R)-5-[3,5-Bis(trifluoromethyl)phenyl]-4-methyl-1,3-oxazolidin-2-one](data:image/png;base64,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)
PN: 4H17-3-13
CAS: 875444-08-9
Molecule Weight: 313.199
Formula: C12H9F6NO2
![(4R,5S)-5-[3,5-Bis(trifluoromethyl)phenyl]-4-methyl-1,3-oxazolidin-2-one](data:image/png;base64,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)
PN: 4H17-3-14
CAS: 875444-10-3
Molecule Weight: 313.199
Formula: C12H9F6NO2
Melting Point: 121-123 ℃
TSCA: Not listed on TSCA inventory
