| Product Number | 4854-3-93 |
| Purity | 95 % |
| CAS | 284047-98-9 |
| MDL Number | MFCD11847795 |
| Molecular Formula | C8H4F3NO3 |
| Molecular Weight | 219.119 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-93
CAS: 284047-98-9
Molecule Weight: 219.119
Formula: C8H4F3NO3
PN: 4854-3-07
CAS: 328-75-6
Molecule Weight: 259.107
Formula: C8H3F6NO2
PN: 4854-3-35
CAS: 328-80-3
Molecule Weight: 235.118
Formula: C8H4F3NO4
![1-[3-Nitro-5-(trifluoromethyl)phenyl]ethanone](data:image/png;base64,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)
PN: 4854-3-1V
CAS: 39174-87-3
Molecule Weight: 233.146
Formula: C9H6F3NO3
PN: 4754-3-39
CAS: 403-25-8
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4854-3-Y6
CAS: 109466-87-7
Molecule Weight: 219.119
Formula: C8H4F3NO3
PN: 4854-3-69
CAS: 50551-17-2
Molecule Weight: 219.119
Formula: C8H4F3NO3
TSCA: Not listed on TSCA inventory
