| Product Number | 6H21-3-72 |
| Purity | 98 % |
| CAS | 550998-67-9 |
| MDL Number | MFCD07377074 |
| Molecular Formula | C9H5FO2S |
| Molecular Weight | 196.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-3-72
CAS: 550998-67-9
Molecule Weight: 196.2
Formula: C9H5FO2S
![5,7-Difluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0P
CAS: 550998-68-0
Molecule Weight: 214.19
Formula: C9H4F2O2S
![Methyl 7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-00
CAS: 550998-54-4
Molecule Weight: 210.22
Formula: C10H7FO2S
![6-Bromo-7-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-01
CAS: 1935650-33-1
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![Methyl 5,7-difluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-17
CAS: 550998-57-7
Molecule Weight: 228.21
Formula: C10H6F2O2S
![7-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0B
CAS: 698367-34-9
Molecule Weight: 180.2
Formula: C9H5FOS
![4-Bromo-7-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H66-B-03
CAS: 360576-06-3
Molecule Weight: 275.09
Formula: C9H4BrFO2S
PN: 6H21-3-52
CAS: 70060-13-8
Molecule Weight: 196.2
Formula: C9H5FO2S
Melting Point: 255-258 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900