| Product Number | 2H15-1-Y2 |
| Purity | 97.0 % |
| CAS | 898289-31-1 |
| MDL Number | MFCD09064958 |
| Molecular Formula | C12H14O3 |
| Molecular Weight | 206.241 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-1-Y2
CAS: 898289-31-1
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2615-1-2M
CAS: 145742-38-7
Molecule Weight: 190.242
Formula: C12H14O2
![2-[(Tetrahydro-2H-pyran-4-yl)oxy]benzoyl chloride](data:image/png;base64,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)
PN: 2H16-5-Y2
CAS: 906352-68-9
Molecule Weight: 240.68
Formula: C12H13ClO3
![4-[(Tetrahydro-2H-pyran-4-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2615-1-X0
CAS: 215460-40-5
Molecule Weight: 206.241
Formula: C12H14O3
![1-[2-[(Tetrahydropyran-4-yl)oxy]phenyl]methylamine](data:image/png;base64,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)
PN: 4H56-1-0H7
CAS: 898289-33-3
Molecule Weight: 207.273
Formula: C12H17NO2
![4-[2-(Bromomethyl)phenoxy]tetrahydro-2H-pyran](data:image/png;base64,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)
PN: 2H08-9-X2
CAS: 906352-69-0
Molecule Weight: 271.154
Formula: C12H15BrO2
Melting Point: 67-70 ℃
TSCA: Not listed on TSCA inventory
