| Product Number | 8660-1-15 |
| Purity | 97 % |
| CAS | 397843-70-8 |
| MDL Number | MFCD04115691 |
| Molecular Formula | C11H16BNO3 |
| Molecular Weight | 221.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-15
CAS: 397843-70-8
Molecule Weight: 221.06
Formula: C11H16BNO3
![3-[(Pyrrolidin-1-yl)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H60-1-67
CAS: 723281-53-6
Molecule Weight: 219.05
Formula: C11H14BNO3
PN: 8660-1-23
CAS: 850567-22-5
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8H60-1-H0
CAS: 850568-34-2
Molecule Weight: 233.07
Formula: C12H16BNO3
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: 8660-5-02
CAS: 874288-10-5
Molecule Weight: 241.48
Formula: C10H13BClNO3
PN: 6660-1-P2
CAS: 850567-21-4
Molecule Weight: 193.01
Formula: C9H12BNO3
Melting Point: 216-224 ℃
TSCA: Not listed on TSCA inventory