| Product Number | 3H31-3-6R |
| Purity | 95 % |
| CAS | 342638-03-3 |
| MDL Number | MFCD08234859 |
| Molecular Formula | C9H8F3N |
| Molecular Weight | 187.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-6R
CAS: 342638-03-3
Molecule Weight: 187.165
Formula: C9H8F3N
PN: 3H31-7-2X
CAS: 1203686-59-2
Molecule Weight: 223.62
Formula: C9H9ClF3N
PN: 3831-3-63
CAS: 90390-07-1
Molecule Weight: 189.181
Formula: C9H10F3N
![N-{[2,5-Bis(trifluoromethyl)phenyl]methyl}cyclopropanamine](data:image/png;base64,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)
PN: 3831-3-08
CAS: 921630-38-8
Molecule Weight: 283.217
Formula: C12H11F6N
PN: 3831-3-77
CAS: 16065-24-0
Molecule Weight: 215.219
Formula: C11H12F3N
PN: 3830-3-28
CAS: 771572-44-2
Molecule Weight: 189.181
Formula: C9H10F3N
![1-[3-(Trifluoromethyl)benzyl]piperazine](data:image/png;base64,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)
PN: 3H31-3-X9
CAS: 55513-16-1
Molecule Weight: 244.261
Formula: C12H15F3N2
TSCA: Not listed on TSCA inventory