| Product Number | 4658-1-RP |
| Purity | 98 % |
| CAS | 33125-05-2 |
| MDL Number | MFCD00062043 |
| Molecular Formula | C13H17NO4 |
| Molecular Weight | 251.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-S9
CAS: 802541-88-4
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-S0V
CAS: 30925-11-2
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-R0V
CAS: 30925-12-3
Molecule Weight: 265.309
Formula: C14H19NO4
amino}-2-phenylacetic acid](data:image/png;base64,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)
PN: 4658-1-6F
CAS: 30925-08-7
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4158-3-X7
CAS: 142121-93-5
Molecule Weight: 269.272
Formula: C13H16FNO4
TSCA: Not listed on TSCA inventory
