| Product Number | 4957-3-01 |
| CAS | 119322-47-3 |
| MDL Number | MFCD00029808 |
| Molecular Formula | C10H8FNO3 |
| Molecular Weight | 209.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(2Z)-3-[(4-Fluorophenyl)carbamoyl]prop-2-enoic acid](data:image/png;base64,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)
PN: 4948-3-1Z
CAS: 780-05-2
Molecule Weight: 209.176
Formula: C10H8FNO3
PN: 4957-3-01
CAS: 119322-47-3
Molecule Weight: 209.176
Formula: C10H8FNO3
PN: 4648-3-X7
CAS: 6954-64-9
Molecule Weight: 227.167
Formula: C10H7F2NO3
![(2E)-3-[(2-Fluorophenyl)carbamoyl]prop-2-enoic acid](data:image/png;base64,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)
PN: 4948-3-1E
CAS: 1161742-64-8
Molecule Weight: 209.176
Formula: C10H8FNO3
PN: 4956-1-20
CAS: 37904-03-3
Molecule Weight: 205.213
Formula: C11H11NO3
PN: 4956-1-22
CAS: 306935-75-1
Molecule Weight: 241.246
Formula: C14H11NO3
![(2Z)-4-[(3-Fluoro-4-methylphenyl)amino]-4-oxobut-2-enoic acid](data:image/png;base64,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)
PN: 4758-3-19
CAS: 1421751-34-9
Molecule Weight: 223.203
Formula: C11H10FNO3
PN: 4H48-3-X4
CAS: 6633-22-3
Molecule Weight: 191.161
Formula: C10H6FNO2
TSCA: Not listed on TSCA inventory