| Product Number | 2218-1-14 |
| Synonyms | 2-(2-Methylpropanoyl)cyclohexan-1-one; 2-(2-Methylpropionyl)-1-oxocyclohexane |
| Purity | 97 % |
| CAS | 39207-65-3 |
| MDL Number | MFCD00466185 |
| Molecular Formula | C10H16O2 |
| Molecular Weight | 168.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2218-1-14
CAS: 39207-65-3
Molecule Weight: 168.236
Formula: C10H16O2
PN: 2217-1-28
CAS: 756491-88-0
Molecule Weight: 154.209
Formula: C9H14O2
PN: 2218-1-03
CAS: 57440-68-3
Molecule Weight: 210.273
Formula: C12H18O3
PN: 2218-1-13
CAS: 562-46-9
Molecule Weight: 140.182
Formula: C8H12O2
PN: 2218-1-0F
CAS: 4056-73-9
Molecule Weight: 154.165
Formula: C8H10O3
Melting Point: 38 ℃
Boiling Point: 63-64 ℃
Density: 1.01
Flash Point: 104.4 ℃
TSCA: Not listed on TSCA inventory
![Spiro[3.5]nonane-1,3-dione](data:image/png;base64,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)
