| Product Number | 2H29-1-0J |
| Purity | 95.0 % |
| CAS | 1346608-76-1 |
| MDL Number | MFCD22370094 |
| Molecular Formula | C10H10O4 |
| Molecular Weight | 194.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H29-1-0J
CAS: 1346608-76-1
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2H21-1-65
CAS: 1554650-83-7
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2621-1-2D
CAS: 3609-50-5
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2H10-1-60
CAS: 1305208-46-1
Molecule Weight: 164.204
Formula: C10H12O2
PN: 2H15-1-28
CAS: 1403766-84-6
Molecule Weight: 176.215
Formula: C11H12O2
![3-[4-(Trifluoromethyl)phenyl]oxetan-3-ol](data:image/png;base64,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)
PN: 2H03-3-00
CAS: 26755-29-3
Molecule Weight: 218.175
Formula: C10H9F3O2
TSCA: Not listed on TSCA inventory
