| Product Number | 4H21-1-C1 |
| Synonyms | 4-(3-Carboxyphenyl)morpholine |
| CAS | 215309-00-5 |
| MDL Number | MFCD06659078 |
| Molecular Formula | C11H13NO3 |
| Molecular Weight | 207.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-C1
CAS: 215309-00-5
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H56-1-5T
CAS: 446866-87-1
Molecule Weight: 191.23
Formula: C11H13NO2
![[3-(Morpholin-4-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-Z4
CAS: 145127-38-4
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H58-1-122
CAS: 1980038-51-4
Molecule Weight: 232.239
Formula: C12H12N2O3
PN: 4H58-3-69
CAS: 250682-08-7
Molecule Weight: 275.227
Formula: C12H12F3NO3
PN: 4H21-1-72
CAS: 72548-79-9
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H58-1-126
CAS: 1980062-86-9
Molecule Weight: 246.266
Formula: C13H14N2O3
PN: 4H57-3-04
CAS: 1033778-63-0
Molecule Weight: 240.234
Formula: C11H13FN2O3
Melting Point: 213.5-218.5 ℃
TSCA: Not listed on TSCA inventory