![7-Oxabicyclo[4.1.0]heptane](data:image/png;base64,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)
| Product Number | 2209-1-03 |
| Synonyms | Cyclohexene oxide; 1,2-Epoxycyclohexane |
| Purity | 96 % |
| CAS | 286-20-4 |
| MDL Number | MFCD00005162 |
| Molecular Formula | C6H10O |
| Molecular Weight | 98.145 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: -40 ℃
Boiling Point: 129-130 ℃
Refractive Index: 1.452 @ ℃
Density: 0.972
Flash Point: 24 ℃
TSCA: Listed on TSCA inventory