| Product Number | 4748-5-X6 |
| CAS | 238428-27-8 |
| MDL Number | MFCD04039171 |
| Molecular Formula | C9H13ClN2O |
| Molecular Weight | 200.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-5-X6
CAS: 238428-27-8
Molecule Weight: 200.67
Formula: C9H13ClN2O
![N-[3-(Aminomethyl)phenyl]-N-methylacetamide hydrochloride](data:image/png;base64,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)
PN: 4656-1-Z0
CAS: 849020-90-2
Molecule Weight: 214.69
Formula: C10H15ClN2O
PN: 4748-1-0E
CAS: 2198-54-1
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4748-1-0G
CAS: 134-98-5
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4748-4-X0
CAS: 174700-38-0
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4748-1-0F
CAS: 2050-44-4
Molecule Weight: 163.22
Formula: C10H13NO
Melting Point: 230-233 ℃
TSCA: Not listed on TSCA inventory
