| Product Number | 4H07-5-1L |
| Purity | 95 % |
| CAS | 856851-48-4 |
| MDL Number | MFCD09835252 |
| Molecular Formula | C7H8ClNO |
| Molecular Weight | 157.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-1Q
CAS: 1204483-99-7
Molecule Weight: 171.62
Formula: C8H10ClNO
![Methyl 2-[(6-chloro-3-pyridyl)oxy]acetate](data:image/png;base64,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)
PN: 4H58-5-CA
CAS: 928118-49-4
Molecule Weight: 201.61
Formula: C8H8ClNO3
PN: 4H07-5-3L
CAS: 1345471-27-3
Molecule Weight: 192.04
Formula: C7H7Cl2NO
PN: 4H07-5-3J
CAS: 1227597-40-1
Molecule Weight: 178.01
Formula: C6H5Cl2NO
PN: 4H07-5-3E
CAS: 1196145-74-0
Molecule Weight: 159.57
Formula: C6H6ClNO2
PN: 4H56-5-11
CAS: 84611-43-8
Molecule Weight: 219.67
Formula: C12H10ClNO
TSCA: Not listed on TSCA inventory
