| Product Number | 2715-5-X3 |
| Purity | 95.0 % |
| CAS | 66422-84-2 |
| MDL Number | MFCD00831645 |
| Molecular Formula | C14H11ClO2 |
| Molecular Weight | 246.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2715-5-X3
CAS: 66422-84-2
Molecule Weight: 246.69
Formula: C14H11ClO2
PN: 2715-5-04
CAS: 289662-11-9
Molecule Weight: 281.13
Formula: C14H10Cl2O2
![1-(3-Chloro-4-[(3-methoxybenzyl)oxy]phenyl)-1-ethanone](data:image/png;base64,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)
PN: 2617-5-04
CAS: 885949-84-8
Molecule Weight: 290.74
Formula: C16H15ClO3
PN: 2615-5-1A
CAS: 99585-10-1
Molecule Weight: 184.62
Formula: C9H9ClO2
![4-[(3,4-Dichlorobenzyl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2715-5-X4
CAS: 66742-56-1
Molecule Weight: 281.13
Formula: C14H10Cl2O2
PN: 2623-5-1U
CAS: 2484889-07-6
Molecule Weight: 353.24
Formula: C18H18Cl2O3
PN: 2615-5-0Z
CAS: 99070-71-0
Molecule Weight: 198.65
Formula: C10H11ClO2
PN: 2621-5-48
CAS: 213598-15-3
Molecule Weight: 200.62
Formula: C9H9ClO3
Melting Point: 70-71 ℃
TSCA: Not listed on TSCA inventory