| Product Number | 4H15-1-4U |
| Purity | 95 % |
| CAS | 885950-11-8 |
| MDL Number | MFCD06659608 |
| Molecular Formula | C13H9NO2 |
| Molecular Weight | 211.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-4U
CAS: 885950-11-8
Molecule Weight: 211.22
Formula: C13H9NO2
![6-[4-(Trifluoromethyl)phenyl]-3-pyridinecarbaldehyde](data:image/png;base64,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)
PN: 4H15-3-94
CAS: 356058-14-5
Molecule Weight: 251.208
Formula: C13H8F3NO
PN: 4H17-1-7E
CAS: 1216790-93-0
Molecule Weight: 211.264
Formula: C14H13NO
PN: 4H15-3-87
CAS: 898795-81-8
Molecule Weight: 201.2
Formula: C12H8FNO
PN: 4H15-5-32
CAS: 886361-70-2
Molecule Weight: 231.68
Formula: C13H10ClNO
PN: 4H17-1-7J
CAS: 35022-79-8
Molecule Weight: 197.237
Formula: C13H11NO
PN: 4H23-1-AL
CAS: 834884-66-1
Molecule Weight: 241.246
Formula: C14H11NO3
TSCA: Not listed on TSCA inventory
