![Ethyl 2-[3-(trifluoromethyl)phenyl]glyoxylate, technical grade](data:image/png;base64,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)
| Product Number | 2829-3-13 |
| CAS | 110193-60-7 |
| MDL Number | MFCD01934868 |
| Molecular Formula | C11H9F3O3 |
| Molecular Weight | 246.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2829-3-13
CAS: 110193-60-7
Molecule Weight: 246.185
Formula: C11H9F3O3
PN: 2829-3-X7
CAS: 402568-10-9
Molecule Weight: 314.183
Formula: C12H8F6O3
PN: 2723-3-X1
CAS: 331-33-9
Molecule Weight: 232.202
Formula: C11H11F3O2
PN: 2829-3-0B
CAS: 61560-95-0
Molecule Weight: 218.131
Formula: C9H5F3O3
PN: 2823-3-X1
CAS: 144632-97-3
Molecule Weight: 300.2
Formula: C12H10F6O2
PN: 2823-3-X4
CAS: 62451-84-7
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2823-3-X0
CAS: 1997-28-0
Molecule Weight: 304.265
Formula: C14H15F3O4
PN: 2821-3-13
CAS: 351-35-9
Molecule Weight: 204.148
Formula: C9H7F3O2
Boiling Point: 66-72 ℃
TSCA: Not listed on TSCA inventory