| Product Number | 1700-B-2Z |
| CAS | 1150617-57-4 |
| MDL Number | MFCD12024391 |
| Molecular Formula | C10H11Br |
| Molecular Weight | 211.102 |
| 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: 1700-B-2Z
CAS: 1150617-57-4
Molecule Weight: 211.102
Formula: C10H11Br
![1-(4-(Bromomethyl)phenyl)bicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-9-73
CAS: 1823935-93-8
Molecule Weight: 237.14
Formula: C12H13Br
PN: 1700-9-03
CAS: 18880-00-7
Molecule Weight: 227.145
Formula: C11H15Br
PN: 1700-B-3C
CAS: 1260801-90-8
Molecule Weight: 211.102
Formula: C10H11Br
TSCA: Not listed on TSCA inventory
