| Product Number | 4656-3-W7 |
| Synonyms | (2-Aminophenyl)(4-fluorophenyl)methanone; 2-(4-Fluorobenzoyl)aniline |
| Purity | 95.0 % |
| CAS | 3800-06-4 |
| MDL Number | MFCD06658166 |
| Molecular Formula | C13H10FNO |
| Molecular Weight | 215.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-W7
CAS: 3800-06-4
Molecule Weight: 215.227
Formula: C13H10FNO
![4-[(4-Fluorophenyl)carbonyl]aniline](data:image/png;base64,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)
PN: 4656-3-3L
CAS: 10055-40-0
Molecule Weight: 215.227
Formula: C13H10FNO
PN: 4656-3-C1
CAS: 1584139-76-3
Molecule Weight: 215.227
Formula: C13H10FNO
Melting Point: 124-127 ℃
TSCA: Not listed on TSCA inventory
EINECS: 609-505-6
