| Product Number | 2629-9-X3 |
| Synonyms | (E)-3-(4-Bromobenzoyl)acrylic acid; trans-3-(4-Bromobenzoyl)acrylic acid |
| Purity | 98 % |
| CAS | 20972-38-7 |
| MDL Number | MFCD00075810 |
| Molecular Formula | C10H7BrO3 |
| Molecular Weight | 255.067 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-9-X3
CAS: 20972-38-7
Molecule Weight: 255.067
Formula: C10H7BrO3
PN: 2721-1-3V
CAS: 20972-36-5
Molecule Weight: 190.198
Formula: C11H10O3
![(E)-3-[4-(tert-Butyl)benzoyl]acrylic acid](data:image/png;base64,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)
PN: 2929-1-08
CAS: 97678-86-9
Molecule Weight: 232.279
Formula: C14H16O3
PN: 2929-1-13
CAS: 58897-58-8
Molecule Weight: 218.252
Formula: C13H14O3
Melting Point: 165-168 ℃
TSCA: Not listed on TSCA inventory
