| Product Number | 8763-5-X1 |
| Synonyms | 2-[4-(Methylsulfonyl)phenyl]ethylamine hydrochloride; 1-(2-Aminoethyl)-4-(methylsulfonyl)benzene hydrochloride |
| CAS | 849020-96-8 |
| MDL Number | MFCD06245499 |
| Molecular Formula | C9H14ClNO2S |
| Molecular Weight | 235.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8763-5-X1
CAS: 849020-96-8
Molecule Weight: 235.73
Formula: C9H14ClNO2S
![2-[4-(Methylsulfonyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 8662-1-00
CAS: 153402-45-0
Molecule Weight: 199.27
Formula: C9H13NO2S
PN: 8663-1-X1
CAS: 25025-07-4
Molecule Weight: 195.24
Formula: C9H9NO2S
PN: 8666-1-X6
CAS: 387350-90-5
Molecule Weight: 199.27
Formula: C9H13NO2S
PN: 6663-1-X7
CAS: 10297-73-1
Molecule Weight: 198.24
Formula: C9H10O3S
PN: 8763-5-X2
CAS: 98593-51-2
Molecule Weight: 221.7
Formula: C8H12ClNO2S
PN: 8663-1-X7
CAS: 22821-76-7
Molecule Weight: 181.21
Formula: C8H7NO2S
Melting Point: 202-205 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
