| Product Number | 2621-9-43 |
| CAS | 67159-82-4 |
| MDL Number | MFCD11923692 |
| Molecular Formula | C11H13BrO2 |
| Molecular Weight | 257.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-9-43
CAS: 67159-82-4
Molecule Weight: 257.127
Formula: C11H13BrO2
PN: 2721-9-07
CAS: 1643-30-7
Molecule Weight: 229.073
Formula: C9H9BrO2
PN: 2721-9-X3
CAS: 66735-01-1
Molecule Weight: 243.1
Formula: C10H11BrO2
PN: 2623-9-0X
CAS: 75567-84-9
Molecule Weight: 243.1
Formula: C10H11BrO2
PN: 2621-9-24
CAS: 42288-04-0
Molecule Weight: 257.127
Formula: C11H13BrO2
![2-[4-(4-Bromophenyl)tetrahydro-2H-pyran-4-yl]acetic acid](data:image/png;base64,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)
PN: 2H21-9-09
CAS: 1226383-83-0
Molecule Weight: 299.164
Formula: C13H15BrO3
PN: 2721-1-0K
CAS: 1010-48-6
Molecule Weight: 178.231
Formula: C11H14O2
Melting Point: 63-65 ℃
TSCA: Not listed on TSCA inventory
