| Product Number | 4H54-3-39 |
| Purity | 97 % |
| CAS | 808764-32-1 |
| MDL Number | MFCD00153635 |
| Molecular Formula | C7H6F3N3O3 |
| Molecular Weight | 237.138 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-39
CAS: 808764-32-1
Molecule Weight: 237.138
Formula: C7H6F3N3O3
PN: 4H54-3-07
CAS: 1017793-88-2
Molecule Weight: 237.138
Formula: C7H6F3N3O3
PN: 4H54-3-46
CAS: 808764-35-4
Molecule Weight: 299.209
Formula: C12H8F3N3O3
![[5-Methyl-4-nitro-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H54-3-3J
CAS: 1001754-77-3
Molecule Weight: 253.137
Formula: C7H6F3N3O4
PN: 4H54-3-54
CAS: 1017793-90-6
Molecule Weight: 299.209
Formula: C12H8F3N3O3
PN: 4H54-3-3G
CAS: 1005576-58-8
Molecule Weight: 209.128
Formula: C6H6F3N3O2
PN: 4H48-3-11
CAS: 959573-03-6
Molecule Weight: 192.141
Formula: C7H7F3N2O
PN: 4H48-3-16
CAS: 244187-01-7
Molecule Weight: 246.112
Formula: C7H4F6N2O
TSCA: Not listed on TSCA inventory