| Product Number | 4H53-3-0R |
| Purity | 96 % |
| CAS | 1544-75-8 |
| MDL Number | MFCD05663528 |
| Molecular Formula | C7H5FN2O |
| Molecular Weight | 152.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-3-0R
CAS: 1544-75-8
Molecule Weight: 152.128
Formula: C7H5FN2O
PN: 4H48-3-W1
CAS: 1221793-66-3
Molecule Weight: 170.119
Formula: C7H4F2N2O
![4-Fluoro-1H-benzo[d]imidazol-2(3H)-one](data:image/png;base64,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)
PN: 4H53-3-0Z
CAS: 256519-10-5
Molecule Weight: 152.128
Formula: C7H5FN2O
TSCA: Not listed on TSCA inventory
