![3-Bromo-5-[N-(3-methoxypropyl)sulfamoyl]benzotrifluoride](data:image/png;base64,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)
| Product Number | 8869-B-10 |
| Synonyms | 3-Bromo-N-(3-methoxypropyl)-5-(trifluoromethyl)benzenesulfonamide |
| CAS | 951884-81-4 |
| MDL Number | MFCD09801009 |
| Molecular Formula | C11H13BrF3NO3S |
| Molecular Weight | 376.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8869-B-10
CAS: 951884-81-4
Molecule Weight: 376.19
Formula: C11H13BrF3NO3S
PN: 8869-B-05
CAS: 951884-67-6
Molecule Weight: 346.16
Formula: C10H11BrF3NO2S
PN: 8869-3-10
CAS: 951884-61-0
Molecule Weight: 344.15
Formula: C10H9BrF3NO2S
PN: 8869-B-09
CAS: 951884-63-2
Molecule Weight: 388.24
Formula: C13H17BrF3NO2S
PN: 8869-B-03
CAS: 951884-79-0
Molecule Weight: 332.14
Formula: C9H9BrF3NO2S
PN: 8669-B-X0
CAS: 957062-78-1
Molecule Weight: 388.24
Formula: C13H17BrF3NO2S
PN: 8869-B-01
CAS: 951885-25-9
Molecule Weight: 360.19
Formula: C11H13BrF3NO2S
PN: 8H69-9-13
CAS: 951884-59-6
Molecule Weight: 358.17
Formula: C11H11BrF3NO2S
TSCA: Not listed on TSCA inventory