| Product Number | 2H21-3-X5 |
| CAS | 17515-74-1 |
| MDL Number | MFCD00275563 |
| Molecular Formula | C7H5F3O3 |
| Molecular Weight | 194.109 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-3-X5
CAS: 17515-74-1
Molecule Weight: 194.109
Formula: C7H5F3O3
PN: 2H23-3-X0
CAS: 17515-73-0
Molecule Weight: 222.163
Formula: C9H9F3O3
PN: 2H21-3-0J
CAS: 536718-30-6
Molecule Weight: 180.082
Formula: C6H3F3O3
![[5-Methyl-2-(trifluoromethyl)-3-furyl]methanol](data:image/png;base64,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)
PN: 2H01-3-03
CAS: 306935-04-6
Molecule Weight: 180.126
Formula: C7H7F3O2
PN: 2H21-3-02
CAS: 23584-85-2
Molecule Weight: 256.18
Formula: C12H7F3O3
PN: 2H21-3-20
CAS: 241154-06-3
Molecule Weight: 332.278
Formula: C18H11F3O3
PN: 2H16-7-X2
CAS: 175276-66-1
Molecule Weight: 212.55
Formula: C7H4ClF3O2
Melting Point: 120-122 ℃
TSCA: Not listed on TSCA inventory
