| Product Number | 2623-3-0J |
| CAS | 112545-98-9 |
| MDL Number | MFCD11007701 |
| Molecular Formula | C11H12F2O3 |
| Molecular Weight | 230.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-3-0J
CAS: 112545-98-9
Molecule Weight: 230.211
Formula: C11H12F2O3
PN: 2621-3-4S
CAS: 1027513-97-8
Molecule Weight: 202.157
Formula: C9H8F2O3
PN: 2623-3-66
CAS: 2248-46-6
Molecule Weight: 200.185
Formula: C10H10F2O2
PN: 2723-3-20
CAS: 131323-06-3
Molecule Weight: 214.212
Formula: C11H12F2O2
![Ethyl 2-[4-(2-ethoxy-2-oxoethyl)phenyl]-2,2-difluoroacetate](data:image/png;base64,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)
PN: 2623-3-0F
CAS: 2006277-16-1
Molecule Weight: 286.275
Formula: C14H16F2O4
![Ethyl 2,2-difluoro-2-[4-(trifluoromethyl)phenyl]acetate](data:image/png;base64,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)
PN: 2823-3-26
CAS: 73789-96-5
Molecule Weight: 268.183
Formula: C11H9F5O2
PN: 2723-3-03
CAS: 698378-71-1
Molecule Weight: 214.212
Formula: C11H12F2O2
PN: 2723-3-21
CAS: 1027514-13-1
Molecule Weight: 256.293
Formula: C14H18F2O2
TSCA: Not listed on TSCA inventory