| Product Number | 2621-1-X5 |
| Synonyms | 1-Carboxy-2-phenylcyclopropane; (2-Carboxycycloprop-1-yl)benzene |
| CAS | 5685-38-1 |
| MDL Number | MFCD00066860 |
| Molecular Formula | C10H10O2 |
| Molecular Weight | 162.188 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-1-X4
CAS: 939-90-2
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2621-1-X5
CAS: 5685-38-1
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2721-3-81
CAS: 879324-64-8
Molecule Weight: 180.178
Formula: C10H9FO2
PN: 2621-5-0V
CAS: 90940-40-2
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2621-9-47
CAS: 77255-26-6
Molecule Weight: 241.084
Formula: C10H9BrO2
![3-Phenylbicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-64
CAS: 83249-04-1
Molecule Weight: 188.226
Formula: C12H12O2
Melting Point: 86 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
