Question

determine the number of degrees you can rotate the isosceles triangle to carry it onto itself. a possible
rotation is
with every line of symmetry onto itself. put your answers in order from least to greatest

Explanation:

Step1: Cálculo del ángulo central

Un triángulo equilátero tiene ángulos internos de \(60^{\circ}\).

Step2: División del círculo

Un círculo completo es \(360^{\circ}\).

Step3: Cálculo del número de veces

Dividimos \(360^{\circ}\) entre \(60^{\circ}\): \(\frac{360}{60}=6\).

Answer:

\(6\)