| Product Number | 2221-1-Y4 |
| Synonyms | 1,2-Dicarboxycyclobutane |
| CAS | 3396-14-3 |
| MDL Number | MFCD13196659 |
| Molecular Formula | C6H8O4 |
| Molecular Weight | 144.126 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2221-1-Y4
CAS: 3396-14-3
Molecule Weight: 144.126
Formula: C6H8O4
PN: 2221-1-E1
CAS: 1124-13-6
Molecule Weight: 144.126
Formula: C6H8O4
PN: 2221-1-1E
CAS: 1461-94-5
Molecule Weight: 144.126
Formula: C6H8O4
PN: 2221-1-07
CAS: 2144-31-2
Molecule Weight: 188.135
Formula: C7H8O6
PN: 2229-1-56
CAS: 3183-43-5
Molecule Weight: 142.154
Formula: C7H10O3
![2-(Bicyclo[1.1.1]pentan-1-yl)acetic acid](data:image/png;base64,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)
PN: 2221-1-48
CAS: 131515-31-6
Molecule Weight: 126.155
Formula: C7H10O2
PN: 2221-1-32
CAS: 62953-73-5
Molecule Weight: 172.18
Formula: C8H12O4
PN: 2221-1-03
CAS: 1461-96-7
Molecule Weight: 158.153
Formula: C7H10O4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 222-249-6