| Product Number | 4H29-3-04 |
| Purity | 97 % |
| CAS | 497163-88-9 |
| MDL Number | MFCD00202775 |
| Molecular Formula | C12H12FNO4 |
| Molecular Weight | 253.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-3-04
CAS: 497163-88-9
Molecule Weight: 253.229
Formula: C12H12FNO4
PN: 4H29-3-60
CAS: 318247-24-4
Molecule Weight: 267.256
Formula: C13H14FNO4
PN: 4H29-1-0M
CAS: 1301738-43-1
Molecule Weight: 235.239
Formula: C12H13NO4
PN: 4H29-1-0Q
CAS: 1301738-57-7
Molecule Weight: 279.292
Formula: C14H17NO5
PN: 4H29-1-0L
CAS: 195719-48-3
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H58-1-5S
CAS: 78348-46-6
Molecule Weight: 233.267
Formula: C13H15NO3
![2-[(3,4-Difluorophenyl)formamido]-4-methylpentanoic acid](data:image/png;base64,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)
PN: 4658-3-22
CAS: 1105577-40-9
Molecule Weight: 271.264
Formula: C13H15F2NO3
Melting Point: 205-208 ℃
TSCA: Not listed on TSCA inventory