| Product Number | 4H56-1-994 |
| Purity | 97 % |
| CAS | 954223-73-5 |
| MDL Number | MFCD09861898 |
| Molecular Formula | C10H10N2O |
| Molecular Weight | 174.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-994
CAS: 954223-73-5
Molecule Weight: 174.203
Formula: C10H10N2O
PN: 4H33-5-0J
CAS: 949100-18-9
Molecule Weight: 199.68
Formula: C10H14ClNO
PN: 4656-1-9H
CAS: 120351-94-2
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4637-1-4Z
CAS: 363185-45-9
Molecule Weight: 161.204
Formula: C10H11NO
PN: 4H37-1-M8
CAS: 857284-09-4
Molecule Weight: 232.283
Formula: C13H16N2O2
PN: 4H56-1-993
CAS: 949100-15-6
Molecule Weight: 174.203
Formula: C10H10N2O
![Methyl[2-(3-methylphenoxy)ethyl]amine](data:image/png;base64,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)
PN: 4756-1-2T
CAS: 200350-18-1
Molecule Weight: 165.236
Formula: C10H15NO
![3-[2-(Dimethylamino)ethoxy]-4-methoxybenzonitrile](data:image/png;base64,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)
PN: 4656-1-4P
CAS: 938239-74-8
Molecule Weight: 220.272
Formula: C12H16N2O2
TSCA: Not listed on TSCA inventory