| Product Number | 7768-1-21 |
| Purity | 98 % |
| CAS | 89007-45-4 |
| MDL Number | MFCD00022060 |
| Molecular Formula | C10H11NS |
| Molecular Weight | 177.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7768-1-X1
CAS: 19241-24-8
Molecule Weight: 191.29
Formula: C11H13NS
PN: 7768-1-21
CAS: 89007-45-4
Molecule Weight: 177.27
Formula: C10H11NS
PN: 7768-1-09
CAS: 2798-05-2
Molecule Weight: 282.38
Formula: C15H10N2S2
methyl]aniline](data:image/png;base64,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)
PN: 7768-1-46
CAS: 649550-20-9
Molecule Weight: 387.55
Formula: C24H25N3S
PN: 4749-1-0E
CAS: 31027-31-3
Molecule Weight: 161.204
Formula: C10H11NO
Density: 1.03
TSCA: Not listed on TSCA inventory
