| Product Number | 4637-1-05 |
| Purity | 95 % |
| CAS | 787575-81-9 |
| MDL Number | MFCD06657757 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-05
CAS: 787575-81-9
Molecule Weight: 235.283
Formula: C13H17NO3
![2-(4-Cyanophenoxymethyl)[1,3]dioxolane](data:image/png;base64,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)
PN: 4H37-1-09
CAS: 850350-15-1
Molecule Weight: 205.213
Formula: C11H11NO3
PN: 4637-1-4T
CAS: 80407-66-5
Molecule Weight: 177.203
Formula: C10H11NO2
![2-(4-Methyl-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-1-07
CAS: 850348-72-0
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2708-1-01
CAS: 6324-78-3
Molecule Weight: 196.246
Formula: C11H16O3
PN: 4637-1-4U
CAS: 57928-96-8
Molecule Weight: 163.176
Formula: C9H9NO2
PN: 4637-3-0C
CAS: 1095042-50-4
Molecule Weight: 245.201
Formula: C11H10F3NO2
PN: 4637-1-1Z
CAS: 272792-14-0
Molecule Weight: 191.186
Formula: C10H9NO3
TSCA: Not listed on TSCA inventory