| Product Number | 3H32-1-BZ |
| Synonyms | 1-Benzyl-1H-imidazole |
| Purity | 98.0 % |
| CAS | 4238-71-5 |
| MDL Number | MFCD00005296 |
| Molecular Formula | C10H10N2 |
| Molecular Weight | 158.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4-[(1H-Imidazol-1-yl)methyl]aniline](data:image/png;base64,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)
PN: 3H30-1-XD
CAS: 56643-85-7
Molecule Weight: 173.219
Formula: C10H11N3
![{4-[(1H-Imidazol-1-yl)methyl]phenyl}methanol](data:image/png;base64,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)
PN: 4H01-1-L1
CAS: 103573-92-8
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 3H32-5-8Q
CAS: 42032-27-9
Molecule Weight: 192.65
Formula: C10H9ClN2
PN: 3H37-1-1V
CAS: 112809-54-8
Molecule Weight: 183.214
Formula: C11H9N3
PN: 4H15-1-N8
CAS: 102432-03-1
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 3H32-9-1J
CAS: 72459-46-2
Molecule Weight: 237.1
Formula: C10H9BrN2
PN: 7H60-3-06
CAS: 500996-04-3
Molecule Weight: 260.04
Formula: C11H13BF4N2
Boiling Point: 310 ℃
TSCA: Not listed on TSCA inventory