| Product Number | 3H32-3-98 |
| Synonyms | 1-Methyl-2-(trifluoromethyl)-1H-1,3-benzodiazole |
| Purity | 97 % |
| CAS | 384-46-3 |
| MDL Number | MFCD00561648 |
| Molecular Formula | C9H7F3N2 |
| Molecular Weight | 200.164 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 145 | In Stock | ||
| 5 g | $ 495 | In Stock | ||
| Bulk | Contact for Price | In Stock | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-98
CAS: 384-46-3
Molecule Weight: 200.164
Formula: C9H7F3N2
PN: 3H32-1-NT
CAS: 2876-08-6
Molecule Weight: 146.193
Formula: C9H10N2
PN: 3H32-3-01
CAS: 139591-03-0
Molecule Weight: 226.202
Formula: C11H9F3N2
![2-[2-(Trifluoromethyl)-1H-1,3-benzodiazol-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H01-3-0Y
CAS: 116040-98-3
Molecule Weight: 230.19
Formula: C10H9F3N2O
![2-[2-(Trifluoromethyl)-1H-1,3-benzodiazol-1-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-3-0S
CAS: 478042-43-2
Molecule Weight: 225.174
Formula: C10H6F3N3
![1,2,3-Trimethyl-3H-benzo[d]imidazol-1-ium tetrafluoroborate](data:image/png;base64,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)
PN: 7H60-3-10
CAS: 98816-50-3
Molecule Weight: 248.03
Formula: C10H13BF4N2
PN: 3H32-3-93
CAS: 312-73-2
Molecule Weight: 186.137
Formula: C8H5F3N2
PN: 3H32-3-02
CAS: 705-09-9
Molecule Weight: 168.147
Formula: C8H6F2N2
Melting Point: 92-95 ℃
Flash Point: >110 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory