Prácticas: Trazado de lineas perpendiculares y paralelas, Círculos dentro de Triángulos, Cuadrados dentro de Círculos y Círculos dentro de Cuadrados
Good question 👍 — let’s look at what kind of triangles the two set squares are: 🟩 45° Set Square Explanation:Since it has two equal angles (45° each), the two sides opposite those angles are also equal — that’s what makes it isosceles.The 90° angle makes it a right triangle too. 🟦 30°–60° Set Square








