| Product Number | 3H31-1-0K |
| Synonyms | N-[3-(Pyrimidin-2-yl)benzyl]methylamine; 2-{3-[(Methylamino)methyl]phenyl}pyrimidine |
| Purity | 97 % |
| CAS | 886851-49-6 |
| MDL Number | MFCD09702386 |
| Molecular Formula | C12H13N3 |
| Molecular Weight | 199.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-0K
CAS: 886851-49-6
Molecule Weight: 199.257
Formula: C12H13N3
PN: 3H30-1-5C
CAS: 910036-92-9
Molecule Weight: 185.23
Formula: C11H11N3
PN: 3H31-1-0G
CAS: 886851-48-5
Molecule Weight: 199.257
Formula: C12H13N3
PN: 3H32-5-5M
CAS: 898289-51-5
Molecule Weight: 204.66
Formula: C11H9ClN2
![[4-(Pyrimidin-2-yl)phenyl]methanamine](data:image/png;base64,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)
PN: 3H30-1-09
CAS: 885466-44-4
Molecule Weight: 185.23
Formula: C11H11N3
TSCA: Not listed on TSCA inventory