![8-Amino-1,4-dioxaspiro[4.5]decane-8-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-1K |
| Synonyms | 8-Amino-8-carboxy-1,4-dioxaspiro[4.5]decane; 8-Amino-8-carboxycyclohexanone ethylene ketal |
| CAS | 54621-18-0 |
| MDL Number | MFCD03790906 |
| Molecular Formula | C9H15NO4 |
| Molecular Weight | 201.222 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-1K
CAS: 54621-18-0
Molecule Weight: 201.222
Formula: C9H15NO4
![1,4-Dioxaspiro[4.5]decane-8-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-62
CAS: 66500-55-8
Molecule Weight: 186.207
Formula: C9H14O4
Melting Point: 275-280 ℃
TSCA: Not listed on TSCA inventory