| Product Number | 4H48-B-42 |
| Purity | 95.0 % |
| CAS | 2149597-02-2 |
| MDL Number | MFCD30474684 |
| Molecular Formula | C10H7BrF3NO2 |
| Molecular Weight | 310.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-B-42
CAS: 2149597-02-2
Molecule Weight: 310.07
Formula: C10H7BrF3NO2
PN: 4H06-B-01
CAS: 2366994-29-6
Molecule Weight: 296.087
Formula: C10H9BrF3NO
PN: 4H48-B-43
CAS: 2149591-38-6
Molecule Weight: 310.07
Formula: C10H7BrF3NO2
![2-[3,4-Dihydro-2-oxo-6-(trifluoromethoxy)quinolin-1(2H)-yl]acetamide](data:image/png;base64,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)
PN: 4H48-3-1W
CAS: 1159511-95-1
Molecule Weight: 288.226
Formula: C12H11F3N2O3
PN: 4H48-B-44
CAS: 2149597-37-3
Molecule Weight: 310.07
Formula: C10H7BrF3NO2
PN: 4H06-B-00
CAS: 2366994-68-3
Molecule Weight: 296.087
Formula: C10H9BrF3NO
PN: 4H48-1-J6
CAS: 54197-64-7
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H48-1-KE
CAS: 67805-68-9
Molecule Weight: 226.073
Formula: C9H8BrNO
TSCA: Not listed on TSCA inventory