| Product Number | 2H25-1-2R |
| Purity | 95 % |
| CAS | 4122-57-0 |
| MDL Number | MFCD01652196 |
| Molecular Formula | C9H8O3 |
| Molecular Weight | 164.16 |
| 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: 2H25-1-2R
CAS: 4122-57-0
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2H25-5-0N
CAS: 105398-58-1
Molecule Weight: 168.123
Formula: C8H5FO3
PN: 2H25-6-00
CAS: 105398-57-0
Molecule Weight: 168.123
Formula: C8H5FO3
![2-{[(1-Hydroxyprop-2-yn-1-yl)oxy]carbonyl}benzoic acid](data:image/png;base64,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)
PN: 2929-1-34
CAS: 42969-62-0
Molecule Weight: 220.18
Formula: C11H8O5
PN: 2H29-9-01
CAS: 102126-71-6
Molecule Weight: 229.029
Formula: C8H5BrO3
PN: 2H07-1-0H
CAS: 67536-29-2
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2H25-4-00
CAS: 97711-49-4
Molecule Weight: 168.123
Formula: C8H5FO3
TSCA: Not listed on TSCA inventory
