| Product Number | 2621-1-3J |
| Purity | 98 % |
| CAS | 26118-57-0 |
| MDL Number | MFCD00460580 |
| Molecular Formula | C11H14O3 |
| Molecular Weight | 194.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-1-3J
CAS: 26118-57-0
Molecule Weight: 194.23
Formula: C11H14O3
![2-[4-(tert-Butoxy)phenyl]acetic acid](data:image/png;base64,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)
PN: 2621-1-0G
CAS: 135066-21-6
Molecule Weight: 208.257
Formula: C12H16O3
PN: 2629-1-31
CAS: 79694-16-9
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2621-1-84
CAS: 3585-72-6
Molecule Weight: 220.268
Formula: C13H16O3
PN: 2623-1-0U
CAS: 23786-14-3
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2721-1-0U
CAS: 2955-46-6
Molecule Weight: 194.23
Formula: C11H14O3
TSCA: Not listed on TSCA inventory
