| Product Number | 4H58-7-19 |
| CAS | 796090-27-2 |
| MDL Number | MFCD14581664 |
| Molecular Formula | C7H3ClF3NO2 |
| Molecular Weight | 225.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-7-19
CAS: 796090-27-2
Molecule Weight: 225.55
Formula: C7H3ClF3NO2
PN: 4H21-7-0P
CAS: 796090-31-8
Molecule Weight: 225.55
Formula: C7H3ClF3NO2
PN: 4H21-3-01
CAS: 588702-62-9
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4H21-3-0K
CAS: 1256804-49-5
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H23-3-2J
CAS: 455941-78-3
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 4H23-7-0J
CAS: 1370587-22-6
Molecule Weight: 253.61
Formula: C9H7ClF3NO2
![[5-Chloro-4-(trifluoromethyl)pyridin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-7-0Q
CAS: 1370587-20-4
Molecule Weight: 211.57
Formula: C7H5ClF3NO
PN: 4H58-3-5W
CAS: 1171919-08-6
Molecule Weight: 219.163
Formula: C9H8F3NO2
Melting Point: 105(dec.) ℃
TSCA: Not listed on TSCA inventory