| Product Number | 2621-9-R0 |
| CAS | 1820598-75-1 |
| MDL Number | MFCD28805784 |
| Molecular Formula | C10H9BrO2 |
| Molecular Weight | 241.084 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-9-R0
CAS: 1820598-75-1
Molecule Weight: 241.084
Formula: C10H9BrO2
PN: 2621-9-66
CAS: 1314323-94-8
Molecule Weight: 241.084
Formula: C10H9BrO2
PN: 2621-9-47
CAS: 77255-26-6
Molecule Weight: 241.084
Formula: C10H9BrO2
![3-(3-Bromophenyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2621-9-45
CAS: 1980044-16-3
Molecule Weight: 267.122
Formula: C12H11BrO2
![2-[1-(3-Bromophenyl)cyclobutyl]acetic acid](data:image/png;base64,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)
PN: 2621-9-46
CAS: 1439900-31-8
Molecule Weight: 269.138
Formula: C12H13BrO2
PN: 2621-9-24
CAS: 42288-04-0
Molecule Weight: 257.127
Formula: C11H13BrO2
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
TSCA: Not listed on TSCA inventory