| Product Number | 4754-1-22 |
| CAS | 7123-76-4 |
| MDL Number | MFCD00188065 |
| Molecular Formula | C17H19NO4 |
| Molecular Weight | 301.342 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4754-1-22
CAS: 7123-76-4
Molecule Weight: 301.342
Formula: C17H19NO4
![3-(4-Nitrophenyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 4654-1-7M
CAS: 156329-80-5
Molecule Weight: 233.223
Formula: C12H11NO4
PN: 4654-1-8A
CAS: 1408074-40-7
Molecule Weight: 263.249
Formula: C13H13NO5
PN: 4754-1-00
CAS: 5600-62-4
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4654-1-5M
CAS: 1451450-77-3
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4754-1-33
CAS: 5458-48-0
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4654-1-5L
CAS: 52648-78-9
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4654-1-5F
CAS: 1267242-83-0
Molecule Weight: 233.267
Formula: C13H15NO3
Melting Point: 197-200 ℃
TSCA: Not listed on TSCA inventory