| Product Number | 2920-1-X6 |
| Synonyms | 3-(4-Hydroxyphenyl)-1-phenylprop-2-en-1-one; 4-(3-Oxo-3-phenylprop-1-en-1-yl)phenol |
| Purity | 98 % |
| CAS | 20426-12-4 |
| MDL Number | MFCD00016488 |
| Molecular Formula | C15H12O2 |
| Molecular Weight | 224.259 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2917-1-58
CAS: 959-33-1
Molecule Weight: 238.286
Formula: C16H14O2
PN: 2917-1-75
CAS: 50990-40-4
Molecule Weight: 252.313
Formula: C17H16O2
![2-[3-(4-Hydroxyphenyl)acryloyl]naphthalene](data:image/png;base64,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)
PN: 2920-1-07
CAS: 57221-63-3
Molecule Weight: 274.319
Formula: C19H14O2
Melting Point: 183-185 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
