| Product Number | 3630-7-70 |
| CAS | 1209726-03-3 |
| MDL Number | MFCD09864782 |
| Molecular Formula | C10H13ClFN |
| Molecular Weight | 201.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-7-70
CAS: 1209726-03-3
Molecule Weight: 201.67
Formula: C10H13ClFN
PN: 3630-3-69
CAS: 1017462-08-6
Molecule Weight: 179.238
Formula: C11H14FN
PN: 3730-7-14
CAS: 1803605-97-1
Molecule Weight: 201.67
Formula: C10H13ClFN
PN: 3730-7-40
CAS: 26568-26-3
Molecule Weight: 187.64
Formula: C9H11ClFN
![[1-(2,4,6-Trifluorophenyl)cyclopropyl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3730-7-24
CAS: 1545011-68-4
Molecule Weight: 237.65
Formula: C10H11ClF3N
PN: 3730-3-28
CAS: 879396-75-5
Molecule Weight: 151.184
Formula: C9H10FN
PN: 3730-7-05
CAS: 2413-54-9
Molecule Weight: 203.69
Formula: C10H15ClFN
PN: 3730-3-10
CAS: 1200-27-7
Molecule Weight: 167.227
Formula: C10H14FN
Melting Point: 192-198 ℃
TSCA: Not listed on TSCA inventory