| Product Number | 4H25-1-06 |
| CAS | 92906-36-0 |
| MDL Number | MFCD01752122 |
| Molecular Formula | C14H9NO3 |
| Molecular Weight | 239.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H25-1-02
CAS: 386704-08-1
Molecule Weight: 257.245
Formula: C14H11NO4
PN: 4H25-1-06
CAS: 92906-36-0
Molecule Weight: 239.23
Formula: C14H9NO3
PN: 2H25-1-39
CAS: 2555-30-8
Molecule Weight: 238.242
Formula: C15H10O3
PN: 2H25-3-22
CAS: 850881-86-6
Molecule Weight: 256.232
Formula: C15H9FO3
PN: 4H25-1-X0
CAS: 109512-76-7
Molecule Weight: 239.23
Formula: C14H9NO3
PN: 2H25-1-1L
CAS: 482-82-6
Molecule Weight: 254.241
Formula: C15H10O4
![7-Hydroxy-4-[3-(trifluoromethyl)phenyl]coumarin](data:image/png;base64,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)
PN: 2H25-3-12
CAS: 386704-09-2
Molecule Weight: 306.24
Formula: C16H9F3O3
Melting Point: 307-312 ℃
TSCA: Not listed on TSCA inventory
