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When the midpoints of adjacent sides of a quadrilateral are connected by segments these segments form a what?
It forms a parallelogram.
Are all the angles of a quadrilateral equal?
Yes if the 4 sided quadrilateral is in the form of a square or a rectangle but in other quadrlaterals the angles are of various sizes although in both cases the 4 interior angles add up to 360 degrees.
What has 5 faces and 5 corners?
A quadrilateral based pyramid. A square based pyramid would be a more common form for school maths.
What else can you call a square?
A square is a two-dimensional shape that has four sides (a quadrilateral), where all of the sides are of equal length, and all of the corners form 90 degree angles. A square can be described as an equilateral rectangle, or conversely as an equiangular rhombus.An architectural square surrounded by buildings can be called a quadrangle or courtyard.
What Is a rectangle Is it sometimes a rhombus?
A rectangle is a form of quadrilateral parallelogram, where all angles are of ninety (90) degrees. A rhombus is a quadrilateral parallelogram where all sides are the same length. The only time when a rhombus is a rectangle and vice versa is when both side lengths and angles are equal, i.e. when the shape is a square.
When the midpoints of adjacent sides of a quadrilateral are connected by segments these segments form a what?
It forms a parallelogram.
How many congruent sides do quadrilateral have.?
If the quadrilateral is in the form of a square or a rhombus they 4 equal sides.
What is 5 square root to 18 in radical form?
Quadrilateral
An Art student uses strips of paper to form a quadrilateral with congruent diagnols This Quadrilateral must be a?
square of course
What is the first step when inscribing a square quadrilateral triangle or a hexagon in a circle?
The first step when inscribing a square quadrilateral triangle or a hexagon in a circle is to connect the endpoints of the diameters to form a square.
Can anybody help me with this discrete mathmathic problem I can't find the right answer?
Start with a square that has sides of length 1. Join the midpoints of the sides of the square to form a second square inside the first. Then join the midpoints of the sides of the second square to form a third square, and so on (as shown). Determine the sum of the a. areas of the infinite number of squares b. perimeters of the infinite number of squares. how do you find the calculate an accurate sum of perimeter and areas of square when they are infinite number of square..... I only can find the formula ..
What quadrilateral do form diagonals a 30 angle?
Any quadrilateral other than a square or kite could have diagonals meeting at 30 degrees.
Finding square feet in a quadrilateral?
The answer depends on the shape of the quadrilateral and the form in which that information is given: for example, lengths of sides and angles, coordinates of vertices.
Which figure does a diagonal always form a angle bisector a rectangle a trapezoid a square or a quadrilateral?
A diagonal always forms an angle bisector in a square. In a rectangle, trapezoid, or any other quadrilateral, a diagonal does not always bisect the angles.
Which quadrilateral must have diagonals that are congruent and perpendicular?
The quadrilateral that must have diagonals that are congruent and perpendicular is the square. This is because its diagonals form a right angle at its center.
Do the midpoints of an isoceles triangle form another isoceles triangle?
yes
What do you call a figure with 4 right angles and 4 equal sides?
It is a regular quadrilateral in the form of a square
