| Product Number | 2629-1-48 |
| CAS | 885949-39-3 |
| MDL Number | MFCD06200978 |
| Molecular Formula | C17H16O4 |
| Molecular Weight | 284.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-1-48
CAS: 885949-39-3
Molecule Weight: 284.311
Formula: C17H16O4
PN: 2623-1-49
CAS: 692754-44-2
Molecule Weight: 270.284
Formula: C16H14O4
PN: 2629-1-49
CAS: 885949-44-0
Molecule Weight: 270.284
Formula: C16H14O4
PN: 2621-1-X1
CAS: 480994-56-7
Molecule Weight: 256.257
Formula: C15H12O4
PN: 2623-1-47
CAS: 885949-40-6
Molecule Weight: 300.31
Formula: C17H16O5
PN: 2723-1-Y3
CAS: 56441-69-1
Molecule Weight: 270.328
Formula: C17H18O3
PN: 2621-1-Y4
CAS: 885949-43-9
Molecule Weight: 286.283
Formula: C16H14O5
![4'-{2-[4-(Benzyloxy)phenoxy]ethoxy}acetophenone](data:image/png;base64,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)
PN: 2717-1-35
CAS: 937601-89-3
Molecule Weight: 362.425
Formula: C23H22O4
Melting Point: 100-101 ℃
TSCA: Not listed on TSCA inventory