Look at set A.
1. What can you say about the measurement of the sides of the square? Do they have the same measure? Are all the sides equal?
2. What can you say about the measurement of the pentagon in set A? Are they the same? Are all the sides equal?
3. How about the hexagon, do they have the same measure?
Look at Set B. 1. What can you say about the measurement of the quadrilateral? Are all the sides equal? What are their measurements?
2. What are the measures of the sides of the pentagon in set B? What can you say about their measurement? Are all the sides equal?
3. How about the measurement of the sides of hexagon in set B? Are they equal? The polygons in set A have equal sides and their measurements on each side is the same. These polygons are called Regular polygons. If the sides of the regular polygons are equal, their angles are also equal. The polygons shown in set B do not have equal sides, the measurement of the sides are not the same. These are called Irregular Polygons. If the sides of the polygons are not equal, the measurement of their angles will differ from each other too. Analyze this example.
1. What can you say about the measurement of the sides of the square? Do they have the same measure? Are all the sides equal?
2. What can you say about the measurement of the pentagon in set A? Are they the same? Are all the sides equal?
3. How about the hexagon, do they have the same measure?
Look at Set B. 1. What can you say about the measurement of the quadrilateral? Are all the sides equal? What are their measurements?
2. What are the measures of the sides of the pentagon in set B? What can you say about their measurement? Are all the sides equal?
3. How about the measurement of the sides of hexagon in set B? Are they equal? The polygons in set A have equal sides and their measurements on each side is the same. These polygons are called Regular polygons. If the sides of the regular polygons are equal, their angles are also equal. The polygons shown in set B do not have equal sides, the measurement of the sides are not the same. These are called Irregular Polygons. If the sides of the polygons are not equal, the measurement of their angles will differ from each other too. Analyze this example.
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Answer:
Set A
1. The sides of a square are all congruent ( the same length). The angels of a square are all congruent ( the same size and measure). Remember that a 90 degree angle is called a right angel, So a square has four angels
2. The sides of a pentagon are all congruent. The angels of a square are all congruent, A pentagon has five angels
3. The sides of hexagon are all congruent. The angel of pentagon are all congruent, A hexagon has six Angels
Set b
1. Square (regular quadrilateral) all four sides are of equal length (equilateral) and all four angels are right Angels. An sides are parallel (a square is a parallelogram) and that the diagonal per pendicularty bisect eact other and are of equal length
2. The sides of a pentagon are not same, some of them are 2cm and some of them are 4cm so they are not same sides, while the Angels are not same either
3. The sides of hexagon in set b are not same because some of them are 2cm and some are 4cm, so it's not equal
Step-by-step explanation:
Sorry if some of them are not from me but
Some of them are from ofc