| Product Number | 4748-1-32 |
| CAS | 18522-98-0 |
| MDL Number | MFCD00065285 |
| Molecular Formula | C11H13NO3 |
| Molecular Weight | 207.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-1-32
CAS: 18522-98-0
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4748-1-19
CAS: 24451-17-0
Molecule Weight: 221.256
Formula: C12H15NO3
![Methyl {[4-(trifluoromethyl)phenyl]carbamoyl}formate](data:image/png;base64,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)
PN: 4848-3-0D
CAS: 69066-45-1
Molecule Weight: 247.173
Formula: C10H8F3NO3
PN: 4648-3-84
CAS: 69065-91-4
Molecule Weight: 211.192
Formula: C10H10FNO3
PN: 4656-9-14
CAS: 24451-15-8
Molecule Weight: 272.098
Formula: C10H10BrNO3
PN: 4748-1-0H
CAS: 2903-48-2
Molecule Weight: 193.202
Formula: C10H11NO3
![Ethyl 2-oxo-2-[3-(trifluoromethyl)anilino]acetate](data:image/png;base64,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)
PN: 4856-3-46
CAS: 17738-86-2
Molecule Weight: 261.2
Formula: C11H10F3NO3
TSCA: Not listed on TSCA inventory
