| Product Number | 4H33-9-00 |
| Purity | 95 % |
| CAS | 105358-58-5 |
| MDL Number | MFCD16037114 |
| Molecular Formula | C8H10BrNO |
| Molecular Weight | 216.078 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H33-9-00
CAS: 105358-58-5
Molecule Weight: 216.078
Formula: C8H10BrNO
PN: 4H56-9-4S
CAS: 105358-67-6
Molecule Weight: 232.077
Formula: C8H10BrNO2
PN: 4H07-5-85
CAS: 127168-88-1
Molecule Weight: 185.65
Formula: C9H12ClNO
![3-[(Ethylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-0R
CAS: 91239-98-4
Molecule Weight: 151.209
Formula: C9H13NO
![3-[(Diethylamino)methyl]phenol](data:image/png;base64,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)
PN: 4632-1-14
CAS: 27958-96-9
Molecule Weight: 179.263
Formula: C11H17NO
PN: 4H48-1-07
CAS: 659737-57-2
Molecule Weight: 149.149
Formula: C8H7NO2
PN: 4756-1-0A
CAS: 418777-21-6
Molecule Weight: 287.359
Formula: C17H21NO3
PN: 4H48-1-08
CAS: 252061-66-8
Molecule Weight: 149.149
Formula: C8H7NO2
Melting Point: 180-200 ℃
TSCA: Not listed on TSCA inventory