are the triangles below acute, obtuse, or right?\ntriangle a\ntriangle b\ntriangle c\ntriangle…

are the triangles below acute, obtuse, or right?\ntriangle a\ntriangle b\ntriangle c\ntriangle d\nacute\nacute\nacute\nacute\nobtuse\nobtuse\nobtuse\nobtuse\nright\nright\nright\nright
Answer
Explanation:
Step1: Calculate third angle for Triangle A
$180^\circ - 64^\circ - 60^\circ = 56^\circ$
All angles ($64^\circ, 60^\circ, 56^\circ$) < $90^\circ$: Acute.
Step2: Calculate third angle for Triangle B
$180^\circ - 75^\circ - 35^\circ = 70^\circ$
All angles ($75^\circ, 35^\circ, 70^\circ$) < $90^\circ$: Acute.
Step3: Identify Triangle C angle
Right angle symbol present: Right.
Step4: Identify Triangle D angle
$110^\circ > 90^\circ$: Obtuse.
Answer:
Triangle A: Acute, Triangle B: Acute, Triangle C: Right, Triangle D: Obtuse