| Product Number | 4H48-1-U8 |
| Synonyms | 1-Benzyl-2-oxindole; 1-Benzylindolin-2-one |
| CAS | 7135-32-2 |
| MDL Number | MFCD06662362 |
| Molecular Formula | C15H13NO |
| Molecular Weight | 223.275 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-U8
CAS: 7135-32-2
Molecule Weight: 223.275
Formula: C15H13NO
PN: 4H48-1-U9
CAS: 1217-89-6
Molecule Weight: 237.258
Formula: C15H11NO2
![1-[(4-Methylphenyl)methyl]-2,3-dihydro-1H-indole-2,3-dione](data:image/png;base64,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)
PN: 4H48-1-02W
CAS: 79183-26-9
Molecule Weight: 251.285
Formula: C16H13NO2
PN: 4H17-9-35
CAS: 35524-72-2
Molecule Weight: 392.296
Formula: C22H18BrNO
PN: 4H48-1-HK
CAS: 21859-87-0
Molecule Weight: 238.29
Formula: C15H14N2O
PN: 4H48-1-F7
CAS: 3335-98-6
Molecule Weight: 209.248
Formula: C14H11NO
PN: 4H30-1-90
CAS: 20870-91-1
Molecule Weight: 162.192
Formula: C9H10N2O
TSCA: Not listed on TSCA inventory
