| Product Number | 2621-B-55 |
| CAS | 2006277-18-3 |
| MDL Number | MFCD29065908 |
| Molecular Formula | C9H7BrF2O3 |
| Molecular Weight | 281.053 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-B-55
CAS: 2006277-18-3
Molecule Weight: 281.053
Formula: C9H7BrF2O3
PN: 2621-B-0L
CAS: 2169367-08-0
Molecule Weight: 299.043
Formula: C9H6BrF3O3
PN: 2721-9-01
CAS: 774-81-2
Molecule Weight: 245.072
Formula: C9H9BrO3
acetic acid](data:image/png;base64,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)
PN: 2621-B-00
CAS: 1133116-05-8
Molecule Weight: 335.024
Formula: C9H4BrF5O3
PN: 2621-9-52
CAS: 777-66-2
Molecule Weight: 259.099
Formula: C10H11BrO3
PN: 2621-9-51
CAS: 1522661-29-5
Molecule Weight: 273.126
Formula: C11H13BrO3
PN: 2621-9-49
CAS: 1511318-54-9
Molecule Weight: 273.126
Formula: C11H13BrO3
PN: 2621-B-0U
CAS: 1956327-16-4
Molecule Weight: 299.043
Formula: C9H6BrF3O3
TSCA: Not listed on TSCA inventory