| Product Number | 3H30-3-X0 |
| Synonyms | 4-(Trifluoromethyl)pyrimidin-2-amine |
| Purity | 97 % |
| CAS | 16075-42-6 |
| MDL Number | MFCD00828624 |
| Molecular Formula | C5H4F3N3 |
| Molecular Weight | 163.103 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-X0
CAS: 16075-42-6
Molecule Weight: 163.103
Formula: C5H4F3N3
PN: 3H30-3-7X
CAS: 5734-63-4
Molecule Weight: 177.13
Formula: C6H6F3N3
PN: 3H39-3-04
CAS: 197305-97-8
Molecule Weight: 178.118
Formula: C5H5F3N4
PN: 3H31-3-2P
CAS: 1193721-39-9
Molecule Weight: 177.13
Formula: C6H6F3N3
PN: 3H30-3-T9
CAS: 935534-47-7
Molecule Weight: 241.999
Formula: C5H3BrF3N3
PN: 3H32-3-3D
CAS: 136547-16-5
Molecule Weight: 148.088
Formula: C5H3F3N2
![N-[4-(Trifluoromethyl)pyrimidin-2-yl]ethylenediamine](data:image/png;base64,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)
PN: 3H30-3-07
CAS: 215655-29-1
Molecule Weight: 206.172
Formula: C7H9F3N4
PN: 3H39-3-0B
CAS: 1372711-01-7
Molecule Weight: 192.145
Formula: C6H7F3N4
Melting Point: 175-177 ℃
TSCA: Not listed on TSCA inventory