| Product Number | 2123-9-41 |
| Purity | 97 % |
| CAS | 77858-42-5 |
| MDL Number | MFCD20484582 |
| Molecular Formula | C9H17BrO2 |
| Molecular Weight | 237.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2123-9-41
CAS: 77858-42-5
Molecule Weight: 237.137
Formula: C9H17BrO2
![tert-Butyl 3-(bromomethyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 2221-9-12
CAS: 138732-34-0
Molecule Weight: 261.159
Formula: C11H17BrO2
![Methyl 3-(bromomethyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 2223-9-09
CAS: 1113001-87-8
Molecule Weight: 219.078
Formula: C8H11BrO2
PN: 2223-9-06
CAS: 89892-98-8
Molecule Weight: 207.067
Formula: C7H11BrO2
PN: 2223-1-55
CAS: 14924-53-9
Molecule Weight: 128.171
Formula: C7H12O2
PN: 2223-9-12
CAS: 35120-18-4
Molecule Weight: 207.067
Formula: C7H11BrO2
Boiling Point: 65-66.5 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2915.39.9000
