Yes - it has two lines of reflective symmetry.
A parallelogram does not have a line of symmetry that divides it into two congruent halves unless it is a special type of parallelogram, such as a rectangle or a rhombus. In general, a typical parallelogram has rotational symmetry but not reflective symmetry. Thus, it lacks a line of symmetry that can split it into mirrored halves.
A slanted rectangle, also known as a rhomboid, has no lines of symmetry. Unlike a standard rectangle, which has two lines of symmetry (one vertical and one horizontal), a slanted rectangle lacks any line that can divide it into two identical halves. Thus, it does not possess the reflective symmetry characteristic of standard rectangles.
No A rectangle has rotational symmetry as well
A rectangle has two lines of symmetry
A rectangle has two lines of symmetry, the lines that connect the midpoints of the parallel sides of a rectangle are lines of symmetry of the rectangle.
A parallelogram does not have a line of symmetry that divides it into two congruent halves unless it is a special type of parallelogram, such as a rectangle or a rhombus. In general, a typical parallelogram has rotational symmetry but not reflective symmetry. Thus, it lacks a line of symmetry that can split it into mirrored halves.
No A rectangle has rotational symmetry as well
a rectangle has 4 lines of symmetry
A rectangle has two lines of symmetry
A rectangle has two lines of symmetry, the lines that connect the midpoints of the parallel sides of a rectangle are lines of symmetry of the rectangle.
The rectangle has 2 lines of symmetry
Four - Two reflective, and two rotational about the diagonals.
How about an isosceles trapezoid
yes
No.
An isosceles triangle has exactly one line of symmetry, a rectangle has two. A trapezoid can have none or one.
No, it has two.