| Product Number | 4657-1-31 |
| Synonyms | 3-Amino-3-(3,4-dimethoxyphenyl)propionic acid; beta-Amino-3,4-dimethoxyhydrocinnamic acid |
| CAS | 34841-09-3 |
| MDL Number | MFCD00735172 |
| Molecular Formula | C11H15NO4 |
| Molecular Weight | 225.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-1-31
CAS: 34841-09-3
Molecule Weight: 225.244
Formula: C11H15NO4
PN: 4657-1-20
CAS: 554402-59-4
Molecule Weight: 253.298
Formula: C13H19NO4
![3-Amino-3-benzo[1,3]dioxol-5-ylpropionic acid](data:image/png;base64,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)
PN: 4H57-1-80
CAS: 129042-60-0
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4657-1-26
CAS: 68208-19-5
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4657-1-19
CAS: 351062-28-7
Molecule Weight: 253.298
Formula: C13H19NO4
PN: 4H58-1-00R
CAS: 138621-63-3
Molecule Weight: 223.228
Formula: C11H13NO4
PN: 4H58-5-54
CAS: 1177093-05-8
Molecule Weight: 259.69
Formula: C11H14ClNO4
PN: 4657-1-76
CAS: 372144-15-5
Molecule Weight: 237.299
Formula: C13H19NO3
TSCA: Not listed on TSCA inventory