| Product Number | 6H60-1-0T |
| Synonyms | 2-(3-Methoxyphenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane |
| CAS | 325142-84-5 |
| MDL Number | MFCD05863915 |
| Molecular Formula | C13H19BO3 |
| Molecular Weight | 234.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H60-1-0T
CAS: 325142-84-5
Molecule Weight: 234.1
Formula: C13H19BO3
PN: 6H60-1-22
CAS: 269410-22-2
Molecule Weight: 250.1
Formula: C13H19BO4
PN: 6H60-1-62
CAS: 214360-76-6
Molecule Weight: 220.08
Formula: C12H17BO3
PN: 6660-1-P6
CAS: 365564-10-9
Molecule Weight: 264.13
Formula: C14H21BO4
![2-[3-(2-Methoxyethoxy)phenyl]-4,4,5,5-tetramethyl-1,3,2-dioxaborolane](data:image/png;base64,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)
PN: 6H60-1-1M
CAS: 959972-43-1
Molecule Weight: 278.16
Formula: C15H23BO4
PN: 6660-1-0D
CAS: 1245824-36-5
Molecule Weight: 264.13
Formula: C14H21BO4
PN: 8660-1-0M
CAS: 936250-18-9
Molecule Weight: 259.11
Formula: C14H18BNO3
PN: 6660-3-M4
CAS: 262376-31-8
Molecule Weight: 288.07
Formula: C13H16BF3O3
TSCA: Not listed on TSCA inventory