| Product Number | 4H23-1-86 |
| Purity | 95 % |
| CAS | 83935-44-8 |
| MDL Number | MFCD01125269 |
| Molecular Formula | C14H15NO2 |
| Molecular Weight | 229.279 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-86
CAS: 83935-44-8
Molecule Weight: 229.279
Formula: C14H15NO2
PN: 4H21-1-1M
CAS: 92028-57-4
Molecule Weight: 215.252
Formula: C13H13NO2
PN: 4H23-1-36
CAS: 10333-67-2
Molecule Weight: 201.225
Formula: C12H11NO2
PN: 4H21-1-0G
CAS: 10333-68-3
Molecule Weight: 187.198
Formula: C11H9NO2
![Methyl 2-[2-(2,2,2-trichloroacetyl)-1H-pyrrol-1-yl]benzoate](data:image/png;base64,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)
PN: 4H29-5-34
CAS: 259243-93-1
Molecule Weight: 346.59
Formula: C14H10Cl3NO3
PN: 4H23-1-L5
CAS: 5159-70-6
Molecule Weight: 243.306
Formula: C15H17NO2
PN: 4H21-1-N2
CAS: 15898-26-7
Molecule Weight: 215.252
Formula: C13H13NO2
Boiling Point: 86 ℃
TSCA: Not listed on TSCA inventory