![3-(Trifluoromethyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 2221-3-30 |
| CAS | 224584-18-3 |
| MDL Number | MFCD20544759 |
| Molecular Formula | C7H7F3O2 |
| Molecular Weight | 180.126 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2221-3-22
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Molecule Weight: 168.115
Formula: C6H7F3O2
PN: 2221-3-30
CAS: 224584-18-3
Molecule Weight: 180.126
Formula: C7H7F3O2
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Molecule Weight: 242.093
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TSCA: Not listed on TSCA inventory