| Product Number | 2915-1-06 |
| Purity | 95 % |
| CAS | 57341-98-7 |
| MDL Number | MFCD00114585 |
| Molecular Formula | C15H10O |
| Molecular Weight | 206.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2915-1-06
CAS: 57341-98-7
Molecule Weight: 206.244
Formula: C15H10O
![1-[4-(2-Phenyleth-1-ynyl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2917-1-40
CAS: 1942-31-0
Molecule Weight: 220.271
Formula: C16H12O
PN: 2915-1-04
CAS: 80151-10-6
Molecule Weight: 160.172
Formula: C10H8O2
PN: 1900-1-07
CAS: 1849-27-0
Molecule Weight: 278.354
Formula: C22H14
PN: 1900-1-24
CAS: 153295-62-6
Molecule Weight: 226.278
Formula: C18H10
PN: 1900-1-50
CAS: 3287-02-3
Molecule Weight: 192.261
Formula: C15H12
PN: 2921-1-33
CAS: 25739-23-5
Molecule Weight: 222.243
Formula: C15H10O2
TSCA: Not listed on TSCA inventory
