| Product Number | 4H56-9-L0 |
| Purity | 97 % |
| CAS | 177995-39-0 |
| MDL Number | MFCD09788587 |
| Molecular Formula | C7H5BrN2O |
| Molecular Weight | 213.034 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-L0
CAS: 177995-39-0
Molecule Weight: 213.034
Formula: C7H5BrN2O
PN: 4H56-9-AH
CAS: 1060802-88-1
Molecule Weight: 198.019
Formula: C7H4BrNO
![5-Bromobenzo[d]isoxazol-3-ylamine](data:image/png;base64,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)
PN: 4H30-9-0F
CAS: 455280-00-9
Molecule Weight: 213.034
Formula: C7H5BrN2O
![5-Methylbenzo[d]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-1-A9
CAS: 89976-56-7
Molecule Weight: 148.165
Formula: C8H8N2O
Melting Point: 114-116 ℃
TSCA: Not listed on TSCA inventory
