| Product Number | 2H16-5-13 |
| Synonyms | Piperonyloyl chloride |
| CAS | 25054-53-9 |
| MDL Number | MFCD00016904 |
| Molecular Formula | C8H5ClO3 |
| Molecular Weight | 184.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H16-5-13
CAS: 25054-53-9
Molecule Weight: 184.58
Formula: C8H5ClO3
PN: 2616-5-X6
CAS: 3535-37-3
Molecule Weight: 200.62
Formula: C9H9ClO3
PN: 2H10-5-04
CAS: 20850-43-5
Molecule Weight: 170.59
Formula: C8H7ClO2
PN: 2H16-7-X1
CAS: 127163-51-3
Molecule Weight: 220.56
Formula: C8H3ClF2O3
PN: 2H16-5-0B
CAS: 66411-55-0
Molecule Weight: 184.58
Formula: C8H5ClO3
![5-(Chloromethyl)-6-methylbenzo[d][1,3]dioxole](data:image/png;base64,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)
PN: 2H10-5-0K
CAS: 117661-72-0
Molecule Weight: 184.62
Formula: C9H9ClO2
PN: 2H15-1-1A
CAS: 58343-54-7
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2H21-1-Y2
CAS: 94-53-1
Molecule Weight: 166.132
Formula: C8H6O4
Melting Point: 78-79 ℃
Boiling Point: 155 ℃
TSCA: Not listed on TSCA inventory