| Product Number | 4H15-3-36 |
| Purity | 98 % |
| CAS | 1368331-21-8 |
| MDL Number | MFCD22066398 |
| Molecular Formula | C6H3F3N2O |
| Molecular Weight | 176.098 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H15-3-36
CAS: 1368331-21-8
Molecule Weight: 176.098
Formula: C6H3F3N2O
PN: 4H21-3-58
CAS: 220880-12-6
Molecule Weight: 192.097
Formula: C6H3F3N2O2
PN: 4H21-3-72
CAS: 1340535-05-8
Molecule Weight: 174.107
Formula: C6H4F2N2O2
PN: 4H15-3-38
CAS: 1427195-32-1
Molecule Weight: 172.135
Formula: C7H6F2N2O
![[4-(Trifluoromethyl)pyrimidin-5-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-0Q
CAS: 1368841-13-7
Molecule Weight: 177.13
Formula: C6H6F3N3
![[4-(Trifluoromethyl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-43
CAS: 1427195-09-2
Molecule Weight: 213.59
Formula: C6H7ClF3N3
PN: 3H37-3-32
CAS: 1260676-79-6
Molecule Weight: 173.098
Formula: C6H2F3N3
PN: 3H37-3-35
CAS: 1427195-45-6
Molecule Weight: 155.108
Formula: C6H3F2N3
TSCA: Not listed on TSCA inventory