| Product Number | 4H48-3-2E |
| Purity | 97 % |
| CAS | 1408279-86-6 |
| MDL Number | MFCD23381962 |
| Molecular Formula | C18H14F3NO3 |
| Molecular Weight | 349.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-2E
CAS: 1408279-86-6
Molecule Weight: 349.309
Formula: C18H14F3NO3
PN: 4H56-1-04E
CAS: 477864-32-7
Molecule Weight: 267.328
Formula: C17H17NO2
![2-[1-(Trifluoromethoxy)methyl]propylisoindole-1,3-dione](data:image/png;base64,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)
PN: 4H48-3-4U
CAS: 1408279-42-4
Molecule Weight: 287.238
Formula: C13H12F3NO3
PN: 4H48-3-4S
CAS: 1408279-75-3
Molecule Weight: 301.265
Formula: C14H14F3NO3
PN: 4H21-1-BZ
CAS: 96017-10-6
Molecule Weight: 281.311
Formula: C17H15NO3
PN: 4H58-1-114
CAS: 74743-23-0
Molecule Weight: 338.363
Formula: C19H18N2O4
PN: 4H48-3-4R
CAS: 1408279-72-0
Molecule Weight: 283.302
Formula: C17H14FNO2
PN: 4H17-1-21
CAS: 19437-20-8
Molecule Weight: 279.295
Formula: C17H13NO3
TSCA: Not listed on TSCA inventory