| Product Number | 2623-9-19 |
| CAS | 308088-29-1 |
| MDL Number | MFCD02090077 |
| Molecular Formula | C10H9BrO4 |
| Molecular Weight | 273.082 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-9-19
CAS: 308088-29-1
Molecule Weight: 273.082
Formula: C10H9BrO4
PN: 2629-9-X7
CAS: 52783-83-2
Molecule Weight: 273.082
Formula: C10H9BrO4
![[2-Bromo-4-(difluoromethyl)-6-methoxyphenyl] acetate](data:image/png;base64,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)
PN: 2723-B-27
CAS: 2149589-71-7
Molecule Weight: 295.08
Formula: C10H9BrF2O3
PN: 2615-9-Y5
CAS: 3111-37-3
Molecule Weight: 245.072
Formula: C9H9BrO3
PN: 2615-9-14
CAS: 6948-30-7
Molecule Weight: 245.072
Formula: C9H9BrO3
PN: 2615-9-X3
CAS: 2973-76-4
Molecule Weight: 231.045
Formula: C8H7BrO3
PN: 2623-1-03
CAS: 881-68-5
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2615-9-37
CAS: 28006-96-4
Molecule Weight: 261.071
Formula: C9H9BrO4
TSCA: Not listed on TSCA inventory