| Product Number | 2621-5-0V |
| Purity | 95 % |
| CAS | 90940-40-2 |
| MDL Number | MFCD03419437 |
| Molecular Formula | C10H9ClO2 |
| Molecular Weight | 196.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-5-0V
CAS: 90940-40-2
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2621-1-X4
CAS: 939-90-2
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2621-1-X5
CAS: 5685-38-1
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2621-5-49
CAS: 91552-11-3
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2721-5-X8
CAS: 1183181-06-7
Molecule Weight: 231.07
Formula: C10H8Cl2O2
PN: 2621-5-32
CAS: 1181230-38-5
Molecule Weight: 196.63
Formula: C10H9ClO2
![Methyl 3-(4-chlorophenyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 2623-5-50
CAS: 131515-52-1
Molecule Weight: 236.7
Formula: C13H13ClO2
PN: 2721-5-X7
CAS: 1157698-73-1
Molecule Weight: 231.07
Formula: C10H8Cl2O2
TSCA: Not listed on TSCA inventory