| Product Number | 2H25-1-2B |
| Synonyms | 3-Methyloxolan-2-one; 3-Methyltetrahydro-2-furanone |
| Purity | 98 % |
| CAS | 1679-47-6 |
| MDL Number | MFCD00005396 |
| Molecular Formula | C5H8O2 |
| Molecular Weight | 100.117 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H25-1-2B
CAS: 1679-47-6
Molecule Weight: 100.117
Formula: C5H8O2
PN: 2H25-1-2X
CAS: 3709-08-8
Molecule Weight: 114.144
Formula: C6H10O2
PN: 2H26-1-08
CAS: 17347-61-4
Molecule Weight: 128.127
Formula: C6H8O3
TSCA: Not listed on TSCA inventory
![5-Oxaspiro[2.4]heptan-4-one](data:image/png;base64,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)
