| Product Number | 2H01-3-X1 |
| CAS | 306934-89-4 |
| MDL Number | MFCD02677744 |
| Molecular Formula | C9H9FO3 |
| Molecular Weight | 184.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H01-3-X1
CAS: 306934-89-4
Molecule Weight: 184.166
Formula: C9H9FO3
PN: 4H30-3-44
CAS: 306934-88-3
Molecule Weight: 183.182
Formula: C9H10FNO2
PN: 4H08-7-X0
CAS: 131728-94-4
Molecule Weight: 202.61
Formula: C9H8ClFO2
PN: 2H15-3-01
CAS: 306934-87-2
Molecule Weight: 182.15
Formula: C9H7FO3
PN: 2H21-3-X3
CAS: 321309-28-8
Molecule Weight: 198.149
Formula: C9H7FO4
![6-Fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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PN: 2H25-3-25
CAS: 61702-21-4
Molecule Weight: 168.123
Formula: C8H5FO3
PN: 2H16-7-02
CAS: 321309-29-9
Molecule Weight: 216.59
Formula: C9H6ClFO3
Melting Point: 73.2-73.9 ℃
TSCA: Not listed on TSCA inventory