| Product Number | 4H17-3-20 |
| Synonyms | 6-(Trifluoromethoxy)isatin |
| Purity | 97 % |
| CAS | 162252-92-8 |
| MDL Number | MFCD06804530 |
| Molecular Formula | C9H4F3NO3 |
| Molecular Weight | 231.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-3-20
CAS: 162252-92-8
Molecule Weight: 231.13
Formula: C9H4F3NO3
![2,2-Difluoro-2H,5H,6H,7H-[1,3]dioxolo[4,5-f]indole-6,7-dione](data:image/png;base64,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)
PN: 4H48-3-37
CAS: 1016683-99-0
Molecule Weight: 227.123
Formula: C9H3F2NO4
PN: 4H18-3-X0
CAS: 169037-23-4
Molecule Weight: 231.13
Formula: C9H4F3NO3
PN: 4H17-3-25
CAS: 149125-30-4
Molecule Weight: 231.13
Formula: C9H4F3NO3
PN: 4H48-3-6F
CAS: 1393560-43-4
Molecule Weight: 199.157
Formula: C9H7F2NO2
TSCA: Not listed on TSCA inventory
