| Product Number | 2801-3-55 |
| CAS | 2968-93-6 |
| MDL Number | MFCD06411331 |
| Molecular Formula | C9H9F3O |
| Molecular Weight | 190.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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: 1800-3-X0
CAS: 160001-85-4
Molecule Weight: 202.22
Formula: C11H13F3
PN: 2821-3-14
CAS: 32857-62-8
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 1700-3-Y5
CAS: 1204295-65-7
Molecule Weight: 156.176
Formula: C9H10F2
![[1-(4-Trifluoromethylphenyl)cyclopropyl]methanol](data:image/png;base64,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)
PN: 2801-3-53
CAS: 850406-46-1
Molecule Weight: 216.203
Formula: C11H11F3O
PN: 1800-3-X4
CAS: 87901-60-8
Molecule Weight: 304.235
Formula: C15H10F6
TSCA: Not listed on TSCA inventory
