| Product Number | 2H10-5-03 |
| CAS | 7228-38-8 |
| MDL Number | MFCD00010842 |
| Molecular Formula | C7H5ClO2 |
| Molecular Weight | 156.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-5-03
CAS: 7228-38-8
Molecule Weight: 156.57
Formula: C7H5ClO2
PN: 2608-5-0G
CAS: 91105-99-6
Molecule Weight: 172.61
Formula: C8H9ClO2
PN: 2H08-7-X0
CAS: 72769-08-5
Molecule Weight: 192.55
Formula: C7H3ClF2O2
PN: 2608-5-0L
CAS: 1135991-68-2
Molecule Weight: 207.05
Formula: C8H8Cl2O2
PN: 4H30-5-1N
CAS: 76958-07-1
Molecule Weight: 171.58
Formula: C7H6ClNO2
![5-Chlorobenzo[d][1,3]dioxol-4-amine](data:image/png;base64,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)
PN: 4H56-5-BP
CAS: 379228-45-2
Molecule Weight: 171.58
Formula: C7H6ClNO2
PN: 2607-5-0V
CAS: 16766-27-1
Molecule Weight: 172.61
Formula: C8H9ClO2
PN: 2608-5-0E
CAS: 826-26-6
Molecule Weight: 172.61
Formula: C8H9ClO2
Density: 1.31
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
EINECS: 615-747-3