| Product Number | 2H17-1-39 |
| CAS | 2879-20-1 |
| MDL Number | MFCD00006823 |
| Molecular Formula | C10H10O3 |
| Molecular Weight | 178.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-1-39
CAS: 2879-20-1
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2H17-9-X1
CAS: 4629-54-3
Molecule Weight: 257.083
Formula: C10H9BrO3
PN: 2H17-5-12
CAS: 93439-37-3
Molecule Weight: 212.63
Formula: C10H9ClO3
PN: 2617-1-1G
CAS: 31526-71-3
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2H20-1-23
CAS: 6254-44-0
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2H15-1-05
CAS: 29668-44-8
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2H15-1-0Y
CAS: 724791-20-2
Molecule Weight: 178.187
Formula: C10H10O3
ammonium chloride](data:image/png;base64,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)
PN: 4H33-5-20
CAS: 273217-48-4
Molecule Weight: 271.74
Formula: C13H18ClNO3
TSCA: Not listed on TSCA inventory