![3-Chloro-5-[(morpholin-4-yl)carbonyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8H60-5-X8 |
| Synonyms | (3-Borono-5-chlorophenyl)(morpholin-4-yl)methanone; 4-(3-Borono-5-chlorobenzoyl)morpholine |
| CAS | 957120-55-7 |
| MDL Number | MFCD09800860 |
| Molecular Formula | C11H13BClNO4 |
| Molecular Weight | 269.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-5-X8
CAS: 957120-55-7
Molecule Weight: 269.49
Formula: C11H13BClNO4
PN: 8660-5-Y8
CAS: 957120-59-1
Molecule Weight: 255.51
Formula: C11H15BClNO3
PN: 8660-5-29
CAS: 957120-49-9
Molecule Weight: 227.45
Formula: C9H11BClNO3
PN: 8660-5-Y7
CAS: 957120-57-9
Molecule Weight: 227.45
Formula: C9H11BClNO3
PN: 8H60-1-H1
CAS: 723281-55-8
Molecule Weight: 235.05
Formula: C11H14BNO4
PN: 8H60-5-Y6
CAS: 957120-47-7
Molecule Weight: 267.52
Formula: C12H15BClNO3
PN: 8660-5-X8
CAS: 957120-51-3
Molecule Weight: 213.42
Formula: C8H9BClNO3
PN: 8H60-5-89
CAS: 871332-71-7
Molecule Weight: 269.49
Formula: C11H13BClNO4
Melting Point: 143-146 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090