| Product Number | 2721-1-3P |
| Purity | 98 % |
| CAS | 940-64-7 |
| MDL Number | MFCD00014365 |
| Molecular Formula | C9H10O3 |
| Molecular Weight | 166.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[4-(Hydroxymethyl)phenoxy]acetic acid](data:image/png;base64,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)
PN: 2729-1-39
CAS: 68858-21-9
Molecule Weight: 182.175
Formula: C9H10O4
PN: 2621-1-42
CAS: 22504-83-2
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2623-1-4Y
CAS: 117048-44-9
Molecule Weight: 196.202
Formula: C10H12O4
PN: 2623-1-2X
CAS: 73620-18-5
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2721-1-3J
CAS: 1643-16-9
Molecule Weight: 194.23
Formula: C11H14O3
TSCA: Not listed on TSCA inventory
