| Product Number | 4H30-1-5M |
| Synonyms | 3-(4-Methylphenyl)oxetan-3-amine hydrochloride; 4-(3-Aminooxetan-3-yl)toluene hydrochloride |
| CAS | 1322200-77-0 |
| MDL Number | MFCD19381737 |
| Molecular Formula | C10H14ClNO |
| Molecular Weight | 199.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-5M
CAS: 1322200-77-0
Molecule Weight: 199.68
Formula: C10H14ClNO
PN: 4H56-1-0DP
CAS: 1322878-25-0
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4H30-5-41
CAS: 1211284-11-5
Molecule Weight: 185.65
Formula: C9H12ClNO
![3-[4-(Trifluoromethyl)phenyl]oxetan-3-amine hydrochloride](data:image/png;base64,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)
PN: 4H56-7-73
CAS:
Molecule Weight: 253.65
Formula: C10H11ClF3NO
PN: 4H30-1-5K
CAS: 1322200-82-7
Molecule Weight: 199.68
Formula: C10H14ClNO
PN: 4656-1-R7
CAS: 64715-85-1
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4656-1-S7
CAS: 91298-74-7
Molecule Weight: 151.209
Formula: C9H13NO
TSCA: Not listed on TSCA inventory
