| Product Number | 1800-3-X0 |
| Synonyms | 4-(tert-Butyl)-alpha,alpha,alpha-trifluorotoluene; 1-(tert-Butyl)-4-(trifluoromethyl)benzene |
| CAS | 160001-85-4 |
| MDL Number | MFCD14525533 |
| Molecular Formula | C11H13F3 |
| Molecular Weight | 202.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-3-X0
CAS: 160001-85-4
Molecule Weight: 202.22
Formula: C11H13F3
PN: 2815-3-55
CAS: 493036-50-3
Molecule Weight: 216.159
Formula: C10H7F3O2
PN: 1800-3-X4
CAS: 87901-60-8
Molecule Weight: 304.235
Formula: C15H10F6
PN: 2801-3-55
CAS: 2968-93-6
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 1700-3-Z4
CAS: 1204295-54-4
Molecule Weight: 170.203
Formula: C10H12F2
PN: 1700-3-Y5
CAS: 1204295-65-7
Molecule Weight: 156.176
Formula: C9H10F2
![2-[4-(Trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-14
CAS: 2338-75-2
Molecule Weight: 185.149
Formula: C9H6F3N
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001
