| Product Number | 6H60-1-V1 |
| Synonyms | 3,4-Methylenedioxybenzeneboronic acid |
| CAS | 94839-07-3 |
| MDL Number | MFCD01009695 |
| Molecular Formula | C7H7BO4 |
| Molecular Weight | 165.94 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H60-1-V1
CAS: 94839-07-3
Molecule Weight: 165.94
Formula: C7H7BO4
PN: 6660-1-0U
CAS: 216443-40-2
Molecule Weight: 181.98
Formula: C8H11BO4
PN: 6660-1-T2
CAS: 122775-35-3
Molecule Weight: 181.98
Formula: C8H11BO4
![2,2-Difluoro-benzo[1,3]dioxole-5-boronic acid](data:image/png;base64,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)
PN: 6H60-3-03
CAS: 190903-71-0
Molecule Weight: 201.92
Formula: C7H5BF2O4
PN: 6660-1-04
CAS: 182344-21-4
Molecule Weight: 167.96
Formula: C7H9BO4
PN: 6660-1-PC
CAS: 162662-27-3
Molecule Weight: 181.98
Formula: C8H11BO4
PN: 6660-1-U1
CAS: 182163-96-8
Molecule Weight: 212.01
Formula: C9H13BO5
Melting Point: 224-229 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000