| Product Number | 2604-1-X1 |
| Synonyms | Guaiphenesin; 1,2-Dihydroxy-3-(2-methoxyphenoxy)propane; 2-(2,3-Dihydroxypropoxy)anisole |
| Purity | 99.0 % |
| CAS | 93-14-1 |
| MDL Number | MFCD00016873 |
| Molecular Formula | C10H14O4 |
| Molecular Weight | 198.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2604-1-X1
CAS: 93-14-1
Molecule Weight: 198.218
Formula: C10H14O4
PN: 2608-1-1S
CAS: 63834-83-3
Molecule Weight: 212.245
Formula: C11H16O4
PN: 2609-1-00
CAS: 2210-74-4
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2H01-1-18
CAS: 3663-82-9
Molecule Weight: 166.176
Formula: C9H10O3
PN: 4656-1-3M
CAS: 63257-76-1
Molecule Weight: 197.234
Formula: C10H15NO3
PN: 2H10-1-0U
CAS: 7216-18-4
Molecule Weight: 150.177
Formula: C9H10O2
![2-Methoxy-1,4-bis[(oxiran-2-yl)methoxy]benzene](data:image/png;base64,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)
PN: 2608-1-29
CAS: 1584677-13-3
Molecule Weight: 252.266
Formula: C13H16O5
Melting Point: 78-82 ℃
Boiling Point: 215 ℃
TSCA: Listed on TSCA inventory
HTN: 2909.49.0500
EINECS: 202-222-5
