| Product Number | 4629-1-X0 |
| Synonyms | 3-[(tert-Butoxycarbonyl)amino]-5-hydroxybenzoic acid; tert-Butyl (3-carboxy-5-hydroxyphenyl)carbamate |
| Purity | 95 % |
| CAS | 232595-59-4 |
| MDL Number | MFCD02682202 |
| Molecular Formula | C12H15NO5 |
| Molecular Weight | 253.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4629-1-X0
CAS: 232595-59-4
Molecule Weight: 253.254
Formula: C12H15NO5
![3-{[(Allyloxy)carbonyl]amino}-5-hydroxybenzoic acid](data:image/png;base64,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)
PN: 4658-1-38
CAS: 916766-99-9
Molecule Weight: 237.211
Formula: C11H11NO5
PN: 4H58-1-0K
CAS: 900799-69-1
Molecule Weight: 287.271
Formula: C15H13NO5
PN: 4656-1-8Y
CAS: 168162-30-9
Molecule Weight: 251.282
Formula: C13H17NO4
PN: 4656-5-3G
CAS: 503555-96-2
Molecule Weight: 271.7
Formula: C12H14ClNO4
PN: 4658-1-X9
CAS: 306937-12-2
Molecule Weight: 267.281
Formula: C13H17NO5
PN: 4H58-1-503
CAS: 93561-88-7
Molecule Weight: 195.174
Formula: C9H9NO4
Melting Point: 150-151 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory