| Product Number | 3637-1-Y5 |
| Synonyms | 1-Cyano-1-phenylcyclopropane |
| CAS | 935-44-4 |
| MDL Number | MFCD00001270 |
| Molecular Formula | C10H9N |
| Molecular Weight | 143.189 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3637-1-Y5
CAS: 935-44-4
Molecule Weight: 143.189
Formula: C10H9N
PN: 3637-1-Y7
CAS: 5558-29-2
Molecule Weight: 159.232
Formula: C11H13N
PN: 3637-1-0J
CAS: 14377-68-5
Molecule Weight: 157.216
Formula: C11H11N
PN: 3637-1-Z0
CAS: 1195-98-8
Molecule Weight: 145.205
Formula: C10H11N
![2-[(4-Isobutyl)phenyl]propionitrile](data:image/png;base64,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)
PN: 3737-1-Z5
CAS: 58609-73-7
Molecule Weight: 187.286
Formula: C13H17N
Boiling Point: 133-137 ℃
Refractive Index: 1.539
Density: 1
Flash Point: 113 ℃
TSCA: Not listed on TSCA inventory
EINECS: 213-304-5
