| Product Number | 4256-5-00 |
| Purity | 98 % |
| CAS | 42036-65-7 |
| MDL Number | MFCD00102580 |
| Molecular Formula | C9H18ClNO |
| Molecular Weight | 191.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4256-5-00
CAS: 42036-65-7
Molecule Weight: 191.7
Formula: C9H18ClNO
ammonium iodide](data:image/png;base64,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)
PN: 4256-H-01
CAS: 7131-29-5
Molecule Weight: 377.31
Formula: C16H28INO
PN: 4H17-1-9S
CAS: 82087-52-3
Molecule Weight: 181.279
Formula: C11H19NO
PN: 4H32-1-0Y
CAS: 51690-03-0
Molecule Weight: 143.23
Formula: C8H17NO
Melting Point: 147-151 ℃
TSCA: Not listed on TSCA inventory