| Product Number | 4H21-3-86 |
| Synonyms | 6-Fluorobenzooxazole-2-carboxylic acid |
| Purity | 96 % |
| CAS | 944907-28-2 |
| MDL Number | MFCD10696575 |
| Molecular Formula | C8H4FNO3 |
| Molecular Weight | 181.122 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-86
CAS: 944907-28-2
Molecule Weight: 181.122
Formula: C8H4FNO3
PN: 4H23-3-50
CAS: 1086392-62-2
Molecule Weight: 195.149
Formula: C9H6FNO3
PN: 4H21-3-85
CAS: 944898-49-1
Molecule Weight: 181.122
Formula: C8H4FNO3
PN: 4H23-3-51
CAS: 1086392-64-4
Molecule Weight: 195.149
Formula: C9H6FNO3
PN: 4H23-1-DR
CAS: 27383-86-4
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H58-9-5R
CAS: 944898-52-6
Molecule Weight: 242.028
Formula: C8H4BrNO3
PN: 4H47-3-0Q
CAS: 312600-96-7
Molecule Weight: 151.14
Formula: C8H6FNO
TSCA: Not listed on TSCA inventory
![Benzo[d]oxazol-2-ylmethanol](data:image/png;base64,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)