| Product Number | 4H23-3-46 |
| Synonyms | 2-(3-Fluorophenyl)oxazole-4-carboxylic acid ethyl ester |
| Purity | 96 % |
| CAS | 885272-98-0 |
| MDL Number | MFCD06738600 |
| Molecular Formula | C12H10FNO3 |
| Molecular Weight | 235.214 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H23-3-46
CAS: 885272-98-0
Molecule Weight: 235.214
Formula: C12H10FNO3
PN: 4H23-3-37
CAS: 132089-42-0
Molecule Weight: 235.214
Formula: C12H10FNO3
PN: 4H23-1-9Q
CAS: 39819-39-1
Molecule Weight: 217.224
Formula: C12H11NO3
PN: 4H23-3-44
CAS: 885274-78-2
Molecule Weight: 235.214
Formula: C12H10FNO3
PN: 4H23-1-CD
CAS: 59171-72-1
Molecule Weight: 203.197
Formula: C11H9NO3
![[2-(3-Fluorophenyl)-1,3-oxazol-4-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-47
CAS: 885272-81-1
Molecule Weight: 193.177
Formula: C10H8FNO2
PN: 4H58-1-YL
CAS: 61151-96-0
Molecule Weight: 231.251
Formula: C13H13NO3
PN: 4H15-3-21
CAS: 885272-95-7
Molecule Weight: 191.161
Formula: C10H6FNO2
TSCA: Not listed on TSCA inventory