![2-Methyl-2-[4-(trifluoromethoxy)phenoxy]acetic hydrazide](data:image/png;base64,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)
| Product Number | 4656-3-Y3 |
| Purity | 97 % |
| CAS | 175204-37-2 |
| MDL Number | MFCD00052356 |
| Molecular Formula | C10H11F3N2O3 |
| Molecular Weight | 264.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-Y3
CAS: 175204-37-2
Molecule Weight: 264.204
Formula: C10H11F3N2O3
PN: 4656-3-Z3
CAS: 175204-36-1
Molecule Weight: 250.177
Formula: C9H9F3N2O3
PN: 4656-1-0S
CAS: 21953-91-3
Molecule Weight: 196.206
Formula: C9H12N2O3
Melting Point: 103-105 ℃
TSCA: Not listed on TSCA inventory