| Product Number | 4637-1-N9 |
| Purity | 97 % |
| CAS | 168971-54-8 |
| MDL Number | MFCD08070461 |
| Molecular Formula | C14H11NO |
| Molecular Weight | 209.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-N9
CAS: 168971-54-8
Molecule Weight: 209.248
Formula: C14H11NO
![4-[(2-Methylphenyl)methoxy]benzonitrile](data:image/png;base64,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)
PN: 4737-1-41
CAS: 172167-22-5
Molecule Weight: 223.275
Formula: C15H13NO
PN: 2707-1-17
CAS: 34904-98-8
Molecule Weight: 214.264
Formula: C14H14O2
![[2-(Phenoxymethyl)phenyl]methylamine](data:image/png;base64,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)
PN: 4656-1-W1
CAS: 168971-56-0
Molecule Weight: 213.28
Formula: C14H15NO
PN: 2715-1-Y9
CAS: 168551-49-3
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2707-9-11
CAS: 861319-72-4
Molecule Weight: 277.161
Formula: C14H13BrO
Melting Point: 62-64 ℃
TSCA: Not listed on TSCA inventory
