| Product Number | 2608-9-12 |
| Purity | 95 % |
| CAS | 253429-15-1 |
| MDL Number | MFCD18848576 |
| Molecular Formula | C12H17BrO3 |
| Molecular Weight | 289.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2608-9-12
CAS: 253429-15-1
Molecule Weight: 289.169
Formula: C12H17BrO3
![2-(2-Bromo-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-9-02
CAS: 850348-70-8
Molecule Weight: 259.099
Formula: C10H11BrO3
PN: 2708-9-07
CAS: 1379658-80-6
Molecule Weight: 303.196
Formula: C13H19BrO3
PN: 2608-9-X5
CAS: 112598-18-2
Molecule Weight: 289.169
Formula: C12H17BrO3
PN: 2608-B-0E
CAS: 253429-18-4
Molecule Weight: 307.159
Formula: C12H16BrFO3
![2-(4-Bromo-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-9-04
CAS: 850348-66-2
Molecule Weight: 259.099
Formula: C10H11BrO3
PN: 2608-B-16
CAS: 253429-30-0
Molecule Weight: 307.159
Formula: C12H16BrFO3
PN: 2608-B-0C
CAS: 1248359-45-6
Molecule Weight: 299.087
Formula: C10H10BrF3O2
TSCA: Not listed on TSCA inventory