| Product Number | 1900-1-04 |
| Synonyms | 1-Propenylbenzene; 1-Phenylpropene |
| CAS | 637-50-3 |
| MDL Number | MFCD00009280 |
| Molecular Formula | C9H10 |
| Molecular Weight | 118.179 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1900-1-X1
CAS: 538-81-8
Molecule Weight: 206.288
Formula: C16H14
![1,4-Bis[2-(4-methylphenyl)vinyl]benzene](data:image/png;base64,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)
PN: 1900-1-31
CAS: 76439-00-4
Molecule Weight: 310.44
Formula: C24H22
Boiling Point: 172-173 ℃
Density: 0.91
TSCA: Not listed on TSCA inventory
EINECS: 211-287-9
