| Product Number | 4H30-1-W2 |
| Synonyms | (2,3-Dihydro-1,4-benzodioxin-2-yl)methylamine; 2-(Aminomethyl)-1,4-benzodioxane |
| Purity | 97.0 % |
| CAS | 4442-59-5 |
| MDL Number | MFCD00203985 |
| Molecular Formula | C9H11NO2 |
| Molecular Weight | 165.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-W2
CAS: 4442-59-5
Molecule Weight: 165.192
Formula: C9H11NO2
![2-(2,3-Dihydrobenzo[1,4]dioxin-2-yl)ethylamine](data:image/png;base64,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)
PN: 4H30-1-A5
CAS: 87086-36-0
Molecule Weight: 179.219
Formula: C10H13NO2
![2,3-Dihydro-2-[(propan-2-ylamino)methyl]-1,4-benzodioxine](data:image/png;base64,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)
PN: 4H31-1-41
CAS: 21398-64-1
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 2H01-1-18
CAS: 3663-82-9
Molecule Weight: 166.176
Formula: C9H10O3
PN: 4656-1-3M
CAS: 63257-76-1
Molecule Weight: 197.234
Formula: C10H15NO3
PN: 8H67-1-65
CAS: 147031-85-4
Molecule Weight: 195.24
Formula: C9H9NO2S
PN: 4H41-5-X0
CAS: 85084-36-2
Molecule Weight: 214.65
Formula: C9H11ClN2O2
PN: 4H39-1-10
CAS: 90557-92-9
Molecule Weight: 194.19
Formula: C9H10N2O3
Boiling Point: 105-110 ℃
Refractive Index: 1.5594
Density: 1.1679
TSCA: Not listed on TSCA inventory
EINECS: 224-671-6