In the picture, there is an equilateral triangle and a line \( o \). From the next pictures choose the one that shows the triangle and its image in a line reflection across the line \( o \).
In the picture, there is letter F and a line \( o \). From the next pictures choose the one that shows an image of F in a line symmetry across the line \( o \).
In the picture below there is a trapezoid and a line \( p \). From the next pictures choose the one that shows an image of the trapezoid in a line reflection across the line \( p \).
Which of the following answers contains three letters so that each letter is without a point of symmetry? (A letter has a point of symmetry if there exists a point such that the reflection through this point maps the letter into itself.)
How many points of symmetry there exist for an equilateral triangle? (A point is the point of symmetry of a triangle if the reflection through this point maps the triangle into itself.)
Which of the following answers contains three letters with point symmetry? (A letter
has a point of symmetry if there exists a point, such that the reflection through this
point maps the letter into itself.)