![3-[(3-Methoxypropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8660-1-40 |
| Synonyms | N-(3-Methoxypropyl) 3-boronobenzamide |
| Purity | 98 % |
| CAS | 957061-22-2 |
| MDL Number | MFCD09258755 |
| Molecular Formula | C11H16BNO4 |
| Molecular Weight | 237.06 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8660-1-40
CAS: 957061-22-2
Molecule Weight: 237.06
Formula: C11H16BNO4
![3-[(3-Methoxy-3-oxopropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-68
CAS: 957034-72-9
Molecule Weight: 251.05
Formula: C11H14BNO5
PN: 8660-1-23
CAS: 850567-22-5
Molecule Weight: 207.04
Formula: C10H14BNO3
![3-[(3-Ethoxy-3-oxopropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-18
CAS: 850567-28-1
Molecule Weight: 265.07
Formula: C12H16BNO5
PN: 8660-1-15
CAS: 397843-70-8
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 6660-1-W6
CAS: 850567-39-4
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 6660-1-Z5
CAS: 723282-09-5
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 8660-1-70
CAS: 850567-23-6
Molecule Weight: 205.02
Formula: C10H12BNO3
TSCA: Not listed on TSCA inventory