| Product Number | 2621-9-24 |
| Synonyms | 3-(3-Bromophenyl)-3-methylbutyric acid |
| CAS | 42288-04-0 |
| MDL Number | MFCD16330765 |
| Molecular Formula | C11H13BrO2 |
| Molecular Weight | 257.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-9-24
CAS: 42288-04-0
Molecule Weight: 257.127
Formula: C11H13BrO2
PN: 2721-9-06
CAS: 42287-90-1
Molecule Weight: 229.073
Formula: C9H9BrO2
![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: 2621-9-0Q
CAS: 69006-89-9
Molecule Weight: 273.082
Formula: C10H9BrO4
![2-[4-(3-Bromophenyl)tetrahydro-2H-pyran-4-yl]acetic acid](data:image/png;base64,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)
PN: 2H21-9-08
CAS: 1226383-77-2
Molecule Weight: 299.164
Formula: C13H15BrO3
PN: 2621-9-43
CAS: 67159-82-4
Molecule Weight: 257.127
Formula: C11H13BrO2
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
Melting Point: 92-94 ℃
TSCA: Not listed on TSCA inventory