| Product Number | 4H07-5-2G |
| Purity | 95 % |
| CAS | 4770-39-2 |
| MDL Number | MFCD07783777 |
| Molecular Formula | C9H12ClNO |
| Molecular Weight | 185.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-2G
CAS: 4770-39-2
Molecule Weight: 185.65
Formula: C9H12ClNO
![4-Fluoro-N-[2-(3-methoxyphenyl)ethyl]aniline](data:image/png;base64,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)
PN: 4756-3-11
CAS: 295318-86-4
Molecule Weight: 245.297
Formula: C15H16FNO
PN: 4H56-9-6X
CAS: 29539-03-5
Molecule Weight: 232.077
Formula: C8H10BrNO2
PN: 4731-1-03
CAS: 5761-37-5
Molecule Weight: 272.348
Formula: C16H20N2O2
TSCA: Not listed on TSCA inventory
