| Product Number | 2908-1-01 |
| Synonyms | 1,2,4-Trimethoxy-5-[(1E)-1-propen-1-yl]benzene |
| CAS | 2883-98-9 |
| MDL Number | MFCD00064457 |
| Molecular Formula | C12H16O3 |
| Molecular Weight | 208.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2921-1-21
CAS: 24160-53-0
Molecule Weight: 238.239
Formula: C12H14O5
PN: 2921-1-10
CAS: 116406-19-0
Molecule Weight: 238.239
Formula: C12H14O5
PN: 2917-1-35
CAS: 19039-94-2
Molecule Weight: 236.267
Formula: C13H16O4
PN: 2708-1-16
CAS: 39068-88-7
Molecule Weight: 198.218
Formula: C10H14O4
PN: 2708-1-18
CAS: 73120-41-9
Molecule Weight: 168.192
Formula: C9H12O3
![2-[(3-Hydroxy-4,5-dimethoxyphenyl)methylene]malononitrile](data:image/png;base64,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)
PN: 4937-1-Y8
CAS: 649573-06-8
Molecule Weight: 230.223
Formula: C12H10N2O3
Melting Point: 57-61 ℃
Boiling Point: 296 ℃
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000
EINECS: 220-743-6
