| Product Number | 3H32-5-5M |
| Synonyms | 2-[3-(Chloromethyl)phenyl]pyrimidine |
| Purity | 97 % |
| CAS | 898289-51-5 |
| MDL Number | MFCD09064978 |
| Molecular Formula | C11H9ClN2 |
| Molecular Weight | 204.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-5M
CAS: 898289-51-5
Molecule Weight: 204.66
Formula: C11H9ClN2
![2-[4-(Chloromethyl)phenyl]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-5N
CAS: 898289-48-0
Molecule Weight: 204.66
Formula: C11H9ClN2
PN: 3H30-1-5C
CAS: 910036-92-9
Molecule Weight: 185.23
Formula: C11H11N3
PN: 4H15-1-W0
CAS: 263349-22-0
Molecule Weight: 184.198
Formula: C11H8N2O
PN: 3H31-1-0K
CAS: 886851-49-6
Molecule Weight: 199.257
Formula: C12H13N3
Melting Point: 68-70 ℃
TSCA: Not listed on TSCA inventory
