| Product Number | 2817-B-X2 |
| Synonyms | 2-Bromo-1-[4-(trifluoromethyl)phenyl]propan-1-one; 4-(2-Bromopropanoyl)benzotrifluoride |
| CAS | 95728-57-7 |
| MDL Number | MFCD17010234 |
| Molecular Formula | C10H8BrF3O |
| Molecular Weight | 281.072 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2817-B-X2
CAS: 95728-57-7
Molecule Weight: 281.072
Formula: C10H8BrF3O
PN: 2817-B-04
CAS: 383-53-9
Molecule Weight: 267.045
Formula: C9H6BrF3O
PN: 2817-3-14
CAS: 711-33-1
Molecule Weight: 202.176
Formula: C10H9F3O
PN: 2717-B-0B
CAS: 1628010-89-8
Molecule Weight: 231.064
Formula: C9H8BrFO
PN: 4837-3-X5
CAS: 71682-94-5
Molecule Weight: 213.159
Formula: C10H6F3NO
![1-[4-(Trifluoromethyl)phenyl]propane-1,2-dione](data:image/png;base64,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)
PN: 2818-3-X2
CAS: 10557-13-8
Molecule Weight: 216.159
Formula: C10H7F3O2
PN: 2717-9-X3
CAS: 80336-64-7
Molecule Weight: 269.182
Formula: C13H17BrO
PN: 2817-3-04
CAS: 709-63-7
Molecule Weight: 188.149
Formula: C9H7F3O
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000