| Product Number | 4747-1-0A |
| CAS | 156596-69-9 |
| MDL Number | MFCD09931637 |
| Molecular Formula | C9H12N2O2 |
| Molecular Weight | 180.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4747-1-0A
CAS: 156596-69-9
Molecule Weight: 180.207
Formula: C9H12N2O2
PN: 4656-1-AP
CAS: 90007-06-0
Molecule Weight: 166.18
Formula: C8H10N2O2
PN: 4656-1-0R
CAS: 685542-25-0
Molecule Weight: 196.206
Formula: C9H12N2O3
![2-[4-(tert-Butyl)phenoxy]ethanimidamide hydrochloride](data:image/png;base64,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)
PN: 4741-5-04
CAS: 175277-47-1
Molecule Weight: 242.75
Formula: C12H19ClN2O
PN: 4756-1-2R
CAS: 26583-58-4
Molecule Weight: 151.209
Formula: C9H13NO
![N'-Hydroxy-2-[3-(trifluoromethyl)phenoxy]ethanimidamide](data:image/png;base64,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)
PN: 4847-3-13
CAS: 690632-15-6
Molecule Weight: 234.178
Formula: C9H9F3N2O2
TSCA: Not listed on TSCA inventory