| Product Number | 4658-1-53 |
| CAS | 95067-27-9 |
| MDL Number | MFCD00157613 |
| Molecular Formula | C10H10N2O5 |
| Molecular Weight | 238.199 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-53
CAS: 95067-27-9
Molecule Weight: 238.199
Formula: C10H10N2O5
PN: 4655-1-44
CAS: 5409-45-0
Molecule Weight: 238.199
Formula: C10H10N2O5
PN: 4H55-1-89
CAS: 1539-06-6
Molecule Weight: 224.172
Formula: C9H8N2O5
PN: 4758-1-44
CAS: 632291-68-0
Molecule Weight: 252.226
Formula: C11H12N2O5
![2[(2-Aminoethyl)amino]-3-nitrobenzoic acid](data:image/png;base64,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)
PN: 4657-1-00
CAS: 374063-88-4
Molecule Weight: 225.204
Formula: C9H11N3O4
![Methyl 5-iodo-3-nitro-2-[(2,2,2-trifluoroacetyl)amino]benzoate](data:image/png;base64,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)
PN: 4658-H-00
CAS:
Molecule Weight: 418.067
Formula: C10H6F3IN2O5
PN: 4654-1-4B
CAS: 3558-18-7
Molecule Weight: 224.172
Formula: C9H8N2O5
PN: 4758-1-45
CAS: 95541-19-8
Molecule Weight: 238.199
Formula: C10H10N2O5
Melting Point: 120-121 ℃
TSCA: Not listed on TSCA inventory