| Product Number | 4656-1-64 |
| CAS | 18622-23-6 |
| MDL Number | MFCD00017078 |
| Molecular Formula | C13H12N2O |
| Molecular Weight | 212.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[1,1'-Biphenyl]-4,4'-dicarboxamide](data:image/png;base64,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)
PN: 4648-1-50
CAS: 46902-08-3
Molecule Weight: 240.262
Formula: C14H12N2O2
PN: 4656-1-67
CAS: 136-64-1
Molecule Weight: 194.194
Formula: C8H10N4O2
PN: 4756-1-Z5
CAS: 64328-55-8
Molecule Weight: 164.208
Formula: C9H12N2O
PN: 3639-5-13
CAS: 75333-07-2
Molecule Weight: 234.73
Formula: C13H15ClN2
Melting Point: 189 ℃
TSCA: Not listed on TSCA inventory
EINECS: 242-451-8
