| Product Number | 2720-1-11 |
| CAS | 1470-57-1 |
| MDL Number | MFCD00002379 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2720-1-11
CAS: 1470-57-1
Molecule Weight: 212.248
Formula: C14H12O2
methanone](data:image/png;base64,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)
PN: 2720-1-30
CAS: 10425-05-5
Molecule Weight: 254.329
Formula: C17H18O2
PN: 2720-1-X1
CAS: 1450-72-2
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2720-1-52
CAS: 1198-66-9
Molecule Weight: 164.204
Formula: C10H12O2
PN: 2720-1-55
CAS: 71372-37-7
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2720-1-01
CAS: 699-91-2
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2717-1-1H
CAS: 24539-92-2
Molecule Weight: 164.204
Formula: C10H12O2
TSCA: Not listed on TSCA inventory
