| Product Number | 4H56-1-4U |
| Synonyms | (2,5-Dimethyl-1,3-oxazol-4-yl)methylamine |
| Purity | 97 % |
| CAS | 859850-62-7 |
| MDL Number | MFCD08271883 |
| Molecular Formula | C6H10N2O |
| Molecular Weight | 126.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-4U
CAS: 859850-62-7
Molecule Weight: 126.159
Formula: C6H10N2O
![2,5-Dimethyl-4-[(methylamino)methyl]-1,3-oxazole](data:image/png;base64,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)
PN: 4H31-1-Y1
CAS: 859850-63-8
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H31-1-63
CAS: 1065073-45-1
Molecule Weight: 112.132
Formula: C5H8N2O
PN: 4H56-1-K2
CAS: 92901-88-7
Molecule Weight: 125.127
Formula: C6H7NO2
PN: 4H01-1-W9
CAS: 92901-94-5
Molecule Weight: 127.143
Formula: C6H9NO2
PN: 4H15-1-6N
CAS: 69062-86-8
Molecule Weight: 125.127
Formula: C6H7NO2
Boiling Point: 36-38 ℃
TSCA: Not listed on TSCA inventory