![2,2'-[(3-Chlorophenyl)imino]diethanol](data:image/png;base64,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)
| Product Number | 4656-5-Q2 |
| Synonyms | N,N-Bis(2-hydroxyethyl)-3-chloroaniline |
| Purity | 90 % |
| CAS | 92-00-2 |
| MDL Number | MFCD00002852 |
| Molecular Formula | C10H14ClNO2 |
| Molecular Weight | 215.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-Q2
CAS: 92-00-2
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4H32-5-0J
CAS: 41605-90-7
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 3631-5-0Q
CAS: 42266-02-4
Molecule Weight: 190.07
Formula: C8H9Cl2N
PN: 4648-5-10
CAS: 54766-53-9
Molecule Weight: 183.64
Formula: C9H10ClNO
PN: 3H32-5-0P
CAS: 88154-24-9
Molecule Weight: 181.66
Formula: C10H12ClN
PN: 3H32-5-PW
CAS: 102563-84-8
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3631-5-0R
CAS: 17847-40-4
Molecule Weight: 190.07
Formula: C8H9Cl2N
TSCA: Listed on TSCA inventory
EINECS: 202-115-3
