| Product Number | 4756-3-03 |
| Synonyms | [3-Methyl-5-(trifluoromethoxy)phenyl]methanamine |
| CAS | 916420-60-5 |
| MDL Number | MFCD09025379 |
| Molecular Formula | C9H10F3NO |
| Molecular Weight | 205.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-3-03
CAS: 916420-60-5
Molecule Weight: 205.18
Formula: C9H10F3NO
PN: 4630-3-53
CAS: 93071-75-1
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-3-27
CAS: 244022-71-7
Molecule Weight: 173.163
Formula: C8H9F2NO
![1-[3-(Difluoromethoxy)phenyl]methanamine hydrochloride](data:image/png;base64,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)
PN: 4633-7-08
CAS: 1106917-71-8
Molecule Weight: 209.62
Formula: C8H10ClF2NO
PN: 4639-3-03
CAS: 887595-84-8
Molecule Weight: 206.168
Formula: C8H9F3N2O
PN: 4756-3-02
CAS: 1373920-87-6
Molecule Weight: 205.18
Formula: C9H10F3NO
![{[3-(Trifluoromethoxy)phenyl]methyl}hydrazine dihydrochloride](data:image/png;base64,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)
PN: 4739-5-01
CAS: 1427396-65-3
Molecule Weight: 279.08
Formula: C8H11Cl2F3N2O
PN: 4748-3-11
CAS: 916420-53-6
Molecule Weight: 219.163
Formula: C9H8F3NO2
TSCA: Not listed on TSCA inventory