| Product Number | 4H30-3-17 |
| Synonyms | 2-(Trifluoromethyl)benzooxazol-4-ylamine |
| Purity | 97 % |
| CAS | 573759-05-4 |
| MDL Number | MFCD11857163 |
| Molecular Formula | C8H5F3N2O |
| Molecular Weight | 202.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-3-17
CAS: 573759-05-4
Molecule Weight: 202.136
Formula: C8H5F3N2O
PN: 4H30-3-16
CAS: 1159528-43-4
Molecule Weight: 184.146
Formula: C8H6F2N2O
PN: 4H54-3-22
CAS: 573759-00-9
Molecule Weight: 232.118
Formula: C8H3F3N2O3
PN: 4H54-3-24
CAS: 1414959-16-2
Molecule Weight: 214.128
Formula: C8H4F2N2O3
PN: 4H30-1-Z6
CAS: 342897-54-5
Molecule Weight: 148.165
Formula: C8H8N2O
![2-(Trifluoromethyl)benzo[d]oxazole](data:image/png;base64,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)
PN: 4H56-3-GS
CAS: 2008-04-0
Molecule Weight: 187.121
Formula: C8H4F3NO
PN: 4H30-1-6D
CAS: 477603-35-3
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H56-7-02
CAS: 212311-54-1
Molecule Weight: 203.57
Formula: C8H4ClF2NO
TSCA: Not listed on TSCA inventory