| Product Number | 2121-1-X8 |
| Synonyms | (3R)-(+)-3-Methylhexane-1,6-dioic acid; (2R)-(+)-2-Methylbutane-1,4-dicarboxylic acid |
| CAS | 623-82-5 |
| MDL Number | MFCD00063200 |
| Molecular Formula | C7H12O4 |
| Molecular Weight | 160.169 |
| Units | Price (USD) | Availability |
|---|
PN: 2221-1-23
CAS: 1439902-62-1
Molecule Weight: 142.198
Formula: C8H14O2
PN: 2221-1-51
CAS: 146723-08-2
Molecule Weight: 128.171
Formula: C7H12O2
![Spiro[2.2]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-46
CAS: 17202-64-1
Molecule Weight: 112.128
Formula: C6H8O2
Melting Point: 81-84 ℃
Boiling Point: 230 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 210-816-0
