| Product Number | 2609-1-01 |
| Synonyms | 1-(alpha-Naphthalenoxy)-2,3-epoxypropane |
| CAS | 2461-42-9 |
| MDL Number | MFCD00055643 |
| Molecular Formula | C13H12O2 |
| Molecular Weight | 200.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![(2S)-2-[(4-Methoxyphenoxy)methyl]oxirane](data:image/png;base64,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)
PN: 2609-1-S2
CAS: 71048-65-2
Molecule Weight: 180.203
Formula: C10H12O3
![(2R)-2-[(4-Methoxyphenoxy)methyl]oxirane](data:image/png;base64,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)
PN: 2609-1-R2
CAS: 71031-04-4
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2109-1-12
CAS: 2211-94-1
Molecule Weight: 180.203
Formula: C10H12O3
TSCA: Not listed on TSCA inventory
