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)
| Product Number | 4H01-1-X2 |
| Synonyms | 4-(Morpholin-4-yl)benzyl alcohol; 4-[4-(Hydroxymethyl)phenyl]morpholine |
| Purity | 98 % |
| CAS | 280556-71-0 |
| MDL Number | MFCD01057413 |
| Molecular Formula | C11H15NO2 |
| Molecular Weight | 193.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-X2
CAS: 280556-71-0
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H21-1-E2
CAS: 7470-38-4
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H15-1-L3
CAS: 1204-86-0
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H56-1-WX
CAS: 214759-74-7
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H37-1-3M
CAS: 10282-31-2
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 4H01-1-Q2
CAS: 465514-33-4
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H23-1-AK
CAS: 23676-05-3
Molecule Weight: 221.256
Formula: C12H15NO3
Melting Point: 96-98 ℃
TSCA: Not listed on TSCA inventory
