| Product Number | 4657-3-81 |
| Purity | 96 % |
| CAS | 886368-22-5 |
| MDL Number | MFCD07374566 |
| Molecular Formula | C9H8F3NO2 |
| Molecular Weight | 219.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-3-81
CAS: 886368-22-5
Molecule Weight: 219.163
Formula: C9H8F3NO2
PN: 4658-7-06
CAS: 1803591-99-2
Molecule Weight: 269.65
Formula: C10H11ClF3NO2
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzoic acid](data:image/png;base64,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)
PN: 4634-3-02
CAS: 85559-46-2
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 3730-3-33
CAS: 75703-26-3
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3730-3-R1
CAS: 1187931-43-6
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3730-3-S1
CAS: 1187930-94-4
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 2629-3-04
CAS: 58808-59-6
Molecule Weight: 218.131
Formula: C9H5F3O3
![Methyl 4-[(1S)-1-aminoethyl]benzoate](data:image/png;base64,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)
PN: 4630-1-S2
CAS: 222714-37-6
Molecule Weight: 179.219
Formula: C10H13NO2
TSCA: Not listed on TSCA inventory