| Product Number | 2H15-1-13 |
| Synonyms | 2,3-(Methylenedioxy)benzaldehyde; 4-Formyl-1,3-benzodioxole |
| Purity | 97 % |
| CAS | 7797-83-3 |
| MDL Number | MFCD00016902 |
| Molecular Formula | C8H6O3 |
| Molecular Weight | 150.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-1-13
CAS: 7797-83-3
Molecule Weight: 150.133
Formula: C8H6O3
PN: 2H21-1-W7
CAS: 5768-39-8
Molecule Weight: 166.132
Formula: C8H6O4
PN: 2H16-5-0B
CAS: 66411-55-0
Molecule Weight: 184.58
Formula: C8H5ClO3
![5-Bromobenzo[d][1,3]dioxole-4-carbaldehyde](data:image/png;base64,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)
PN: 2H15-9-03
CAS: 72744-54-8
Molecule Weight: 229.029
Formula: C8H5BrO3
PN: 2H15-3-X0
CAS: 119895-68-0
Molecule Weight: 186.114
Formula: C8H4F2O3
PN: 2H15-1-0T
CAS: 5780-00-7
Molecule Weight: 180.159
Formula: C9H8O4
PN: 2H01-1-13
CAS: 769-30-2
Molecule Weight: 152.149
Formula: C8H8O3
PN: 2H15-1-1A
CAS: 58343-54-7
Molecule Weight: 164.16
Formula: C9H8O3
Melting Point: 34-36 ℃
Boiling Point: 80 ℃
Density: 1.31
Flash Point: 110 ℃
TSCA: Not listed on TSCA inventory