| Product Number | 8639-5-X0 |
| Synonyms | 2-Hydrazinophenyl methyl sulfone hydrochloride |
| CAS | 912341-53-8 |
| MDL Number | MFCD08459596 |
| Molecular Formula | C7H11ClN2O2S |
| Molecular Weight | 222.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8639-5-X0
CAS: 912341-53-8
Molecule Weight: 222.69
Formula: C7H11ClN2O2S
PN: 8663-5-X6
CAS: 205985-95-1
Molecule Weight: 207.67
Formula: C7H10ClNO2S
PN: 8663-3-27
CAS: 914637-59-5
Molecule Weight: 204.22
Formula: C7H9FN2O2S
PN: 8663-1-20
CAS: 57396-91-5
Molecule Weight: 264.31
Formula: C8H12N2O4S2
PN: 8663-5-X4
CAS: 17852-67-4
Molecule Weight: 222.69
Formula: C7H11ClN2O2S
![[2-(Methylsulfanyl)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
PN: 7666-5-00
CAS: 60481-33-6
Molecule Weight: 190.69
Formula: C7H11ClN2S
Melting Point: 189-190 ℃
TSCA: Not listed on TSCA inventory
