| Product Number | 4637-9-0E |
| Purity | 98 % |
| CAS | 330793-13-0 |
| MDL Number | MFCD10564769 |
| Molecular Formula | C13H8BrNO |
| Molecular Weight | 274.117 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-9-0E
CAS: 330793-13-0
Molecule Weight: 274.117
Formula: C13H8BrNO
PN: 4637-9-0N
CAS: 330792-93-3
Molecule Weight: 274.117
Formula: C13H8BrNO
![[2-(4-Bromophenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2607-9-0C
CAS: 74744-79-9
Molecule Weight: 279.133
Formula: C13H11BrO2
PN: 2707-9-0Q
CAS: 74744-80-2
Molecule Weight: 342.03
Formula: C13H10Br2O
PN: 4637-9-X5
CAS: 144649-99-0
Molecule Weight: 212.046
Formula: C8H6BrNO
PN: 2615-9-0C
CAS: 364323-77-3
Molecule Weight: 277.117
Formula: C13H9BrO2
![2-[2-(Hydroxymethyl)phenoxy]benzonitrile](data:image/png;base64,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)
PN: 4637-1-0X
CAS: 59167-65-6
Molecule Weight: 225.247
Formula: C14H11NO2
TSCA: Not listed on TSCA inventory
