| Product Number | 8669-9-32 |
| CAS | 951883-95-7 |
| MDL Number | MFCD09800965 |
| Molecular Formula | C12H16BrNO2S |
| Molecular Weight | 318.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-9-32
CAS: 951883-95-7
Molecule Weight: 318.23
Formula: C12H16BrNO2S
PN: 8669-9-28
CAS: 951883-96-8
Molecule Weight: 320.25
Formula: C12H18BrNO2S
PN: 8669-9-25
CAS: 951883-99-1
Molecule Weight: 306.22
Formula: C11H16BrNO2S
PN: 8669-9-35
CAS: 951885-17-9
Molecule Weight: 292.19
Formula: C10H14BrNO2S
PN: 8669-9-33
CAS: 951883-93-5
Molecule Weight: 276.15
Formula: C9H10BrNO2S
PN: 8669-9-09
CAS: 7454-76-4
Molecule Weight: 318.23
Formula: C12H16BrNO2S
PN: 8669-9-34
CAS: 951883-92-4
Molecule Weight: 278.16
Formula: C9H12BrNO2S
![1-[(2-Bromophenyl)sulfonyl]piperidine](data:image/png;base64,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)
PN: 8H69-9-36
CAS: 951883-98-0
Molecule Weight: 304.2
Formula: C11H14BrNO2S
TSCA: Not listed on TSCA inventory