| Product Number | 2702-3-02 |
| Purity | 97 % |
| CAS | 596812-34-9 |
| MDL Number | MFCD06201331 |
| Molecular Formula | C17H19FO |
| Molecular Weight | 258.336 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2702-3-02
CAS: 596812-34-9
Molecule Weight: 258.336
Formula: C17H19FO
PN: 2603-3-X4
CAS: 379-57-7
Molecule Weight: 314.307
Formula: C19H13F3O
![4-[(4-Fluorophenyl)-hydroxymethyl]benzonitrile](data:image/png;base64,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)
PN: 4637-3-5A
CAS: 220583-40-4
Molecule Weight: 227.238
Formula: C14H10FNO
PN: 2602-3-R4
CAS: 101219-68-5
Molecule Weight: 140.157
Formula: C8H9FO
PN: 2602-3-S4
CAS: 101219-73-2
Molecule Weight: 140.157
Formula: C8H9FO
TSCA: Not listed on TSCA inventory
