| Product Number | 4658-5-0U |
| Purity | 95 % |
| CAS | 131770-31-5 |
| MDL Number | MFCD00461439 |
| Molecular Formula | C9H10ClNO2 |
| Molecular Weight | 199.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-5-0U
CAS: 131770-31-5
Molecule Weight: 199.63
Formula: C9H10ClNO2
![2-[(4-Chlorophenyl)amino]acetic acid](data:image/png;base64,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)
PN: 4657-5-0P
CAS: 5465-90-7
Molecule Weight: 185.61
Formula: C8H8ClNO2
PN: 4658-1-0M
CAS: 2216-92-4
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4H32-5-0H
CAS: 70291-67-7
Molecule Weight: 197.66
Formula: C10H12ClNO
TSCA: Not listed on TSCA inventory
