| Product Number | 4H56-1-ZA |
| Synonyms | 4-(4-Methoxyphenyl)pyrimidin-2-amine |
| CAS | 99844-02-7 |
| MDL Number | MFCD00665912 |
| Molecular Formula | C11H11N3O |
| Molecular Weight | 201.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-ZA
CAS: 99844-02-7
Molecule Weight: 201.229
Formula: C11H11N3O
![4-[4-(Trifluoromethoxy)phenyl]pyrimidin-2-amine](data:image/png;base64,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)
PN: 4H30-3-0L
CAS: 874779-70-1
Molecule Weight: 255.2
Formula: C11H8F3N3O
![4-[4-(Difluoromethoxy)phenyl]-2-hydrazinylpyrimidine](data:image/png;base64,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)
PN: 4H39-3-0A
CAS: 932240-78-3
Molecule Weight: 252.225
Formula: C11H10F2N4O
PN: 4H56-1-8L
CAS: 645401-61-2
Molecule Weight: 231.255
Formula: C12H13N3O2
PN: 4H07-5-Y0
CAS: 75634-04-7
Molecule Weight: 220.66
Formula: C11H9ClN2O
PN: 4H30-1-3B
CAS: 31964-89-3
Molecule Weight: 187.202
Formula: C10H9N3O
PN: 4H07-9-26
CAS: 941294-41-3
Molecule Weight: 265.11
Formula: C11H9BrN2O
Melting Point: 191-193 ℃
TSCA: Not listed on TSCA inventory
