| Product Number | 4648-1-85 |
| CAS | 149648-52-2 |
| MDL Number | MFCD07777004 |
| Molecular Formula | C14H19NO3 |
| Molecular Weight | 249.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-85
CAS: 149648-52-2
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4648-1-5M
CAS: 102-14-7
Molecule Weight: 193.202
Formula: C10H11NO3
PN: 4618-1-01
CAS: 15907-95-6
Molecule Weight: 175.231
Formula: C11H13NO
![2-[(4-Chlorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,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)
PN: 4658-1-Y3
CAS: 101937-67-1
Molecule Weight: 281.74
Formula: C14H16ClNO3
TSCA: Not listed on TSCA inventory