| Product Number | 4857-3-13 |
| Purity | 97 % |
| CAS | 14464-68-7 |
| MDL Number | MFCD00044945 |
| Molecular Formula | C10H10F3NO2 |
| Molecular Weight | 233.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 300 mg | 102.00000000000001 | In Stock | |
| 1 g | 255 | In Stock | |
| 5 g | 895 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4857-3-13
CAS: 14464-68-7
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-03
CAS: 63701-37-1
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-D3
CAS: 14464-67-6
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-53
CAS: 237076-69-6
Molecule Weight: 301.188
Formula: C11H9F6NO2
PN: 4857-3-20
CAS: 1259992-37-4
Molecule Weight: 247.217
Formula: C11H12F3NO2
![(2S)-2-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 4856-3-S1
CAS: 938462-26-1
Molecule Weight: 219.207
Formula: C10H12F3NO
PN: 4857-3-19
CAS: 1260004-58-7
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-11
CAS: 1260004-91-8
Molecule Weight: 247.217
Formula: C11H12F3NO2
Melting Point: 216 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG II
TSCA: Not listed on TSCA inventory