| Product Number | 2621-5-49 |
| CAS | 91552-11-3 |
| MDL Number | MFCD11935567 |
| Molecular Formula | C10H9ClO2 |
| Molecular Weight | 196.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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: 2621-5-0V
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
![Methyl 3-(3-chlorophenyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 2623-5-51
CAS: 131515-50-9
Molecule Weight: 236.7
Formula: C13H13ClO2
PN: 2621-5-32
CAS: 1181230-38-5
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2721-5-X7
CAS: 1157698-73-1
Molecule Weight: 231.07
Formula: C10H8Cl2O2
TSCA: Not listed on TSCA inventory