The following are rules you are allowed to select:1. All angles are congruent.
2. Atleast one pair of opposites are congruent.
3. All sides are congruent.
4. The figure has atelast one pair of parallel sides.
5. The figure is a regular polygon.
6. The figure has more that four sides.
Comment: Tell me your rules and the shapes that meet the criteria of only one rule, then tell me the shapes that meet the criteria of both rules.
26 comments:
Our rules were number 1. the figure has at least one pair of parallel sides. Number 2. the figure had to have more than four sides.
The figures that belong to the first rule were a square, trapezoid, and a rectangle.
The figures that belong to the second rule were a pentagon, tenagon star, a disformed octagon.
The figures that were for both of the rules were a star with 12 sides, a bow with eight sides, and a number five with 21 sides.
One rule is that the figure has to have at least one pair of parallel sides and our other rule was that all angles are congruent. In the rule of all angels are congruent, the figures that met the criteria were a triangle and a pentagon. The figures that made the criteria of our other rule is a rhombus, an irregular hexagon, a pentagon,a polygon that has 5 sides but is not a pentagon and finally a tilted rectangle. The figures that met both of the criteria is a rectangle that is smaller than the other rectangle, a hexagon, a square, and a octagon.
1. The rules were All angles were acute, and atleast one angle is obtuse.There were only three triangles on the rule and all angles were acute and the square,rectangle,star,and other shapes were in the middle.
My rule was all angles are congruent and at least one pair of opposite sides are congruent.
The rule that we used was all angles are congrence and at least one pair of oppesite sides that is congrence.
On the first circle that has all angles are congrence that circle it has nothing in it.
The middle circle there are a total of 7 in the middle circle. The shapes are [OCTAGON, SQUARE, RECTANGEL, HEAKESGON, PENTIGON] there are 2 other rectangal.
The last circle has 4 shapes and the shapes are star and other shapes.
1.In the criquite all angles are congruent we had two rectangle and a square.
2.the shapes that met both criquite are a octagon,hexagon,pentagon,and a nonregular hexagon.
3.In this criquite for the figures that have more than four sides there is a 10 sided star,nonregular pentogon,a nonregular hexagon,12 sided star,and a nonregular octagon.
1. Our rules were "The figure has more than four sides" and "The figure is a regular polygon."
2. The group that was "the figure has more than four sides" had:
-hexagon.
-pentagon.
-staragon [star with ten side]
3. The group that was "the figure is a regular polygon" had:
-Triangle.
4,The simliar shapes had:
-Hexagon.
-Octagon.
-Pentagon.
What our rules were was that the shape needs to have all congruent angles and the shape needs to have more than 4 sides.
A Square has all congruent angles. A pentagon met the criteria of having more than 4 sides and all congruent angles. A rectangle met the criteria of having all congruent angles. An octagon and hexagon met both criterias.
Rule 1: The figure has more than four sides.
The rule has to meet certian criteria which the shape has to have more than four sides. The shapes that I included is the number five, a star, another star with twelve sides, and another star which has eight sides. all those shapes have more than four sides.
Rule 2: The figure is a regular polygon.
This rule has to meet certian criteria which is that it has to be a regular polygon. For example a triangle, pentagon, hexagon, and a octagon which all of them are regular polygons. The shapes that I included in this rule is just a triangle. So the triangle is a regular polygon.
Both rules: The figure has more has four sides. The figure is a regular polygon.
These rules have certian criteria which is that it has to include both the rules. So the shapes that i included are a pentagon, a hexagon, and octagon. I know that these shapes are all regular polygons but the do have more than four sides. So it meets both criteria so it belongs to both thye rules.
Our rules were "The figure is a regular polygon, The figure has more than four sides" Some of the shapes that meets the criteria of both are rules would be regular polygons and a figure that has four or more sizes!
For example a pentagon would go in the middle of the Venn Diagram. A triangle and a square would go in the rule with a regular polygon. A star would go in the side of a figure with more than four sides. (:b
we had compared all angles are congruent and the figuare has more sides than four. The shapes that were in al angles are congruent are 3 different rectangles, a square and a triangle. The shapes that had more then fous sides are 6 not regular pentagon, 1 hexagon, 2 shapes with 7 sides, 2 octagon, 1 ten sided figure, and 1 twelve sided figure, and a 5. The shapes that were congruent and has more than four sides were a hexagon a pentagon an octagon and one nonregular hexagon.
rule 1: the figure has to have atleast one pair of parallel sides
the shapes that go into this rule have to fit a certain criteria. the criteria of this rule is no matter what the shape it has to have a pair of parallel sides. meaning that kthere has to be two lines with the same length an look exaclty the same. the shapes that fit this criteria is a rectangle, trapeziod, and a parallelogram.
rule 1: the figure has to have atleast one pair of parallel sides
the shapes that go into this rule have to fit a certain criteria. the criteria of this rule is no matter what the shape it has to have a pair of parallel sides. meaning that kthere has to be two lines with the same length an look exaclty the same. the shapes that fit this criteria is a rectangle, trapeziod, and a parallelogram.
1) Our rule was all angles are congruent, and at least one pair of opposite sides are congruent.
2) For all angles congruent, we got a triangle.
3) For at least one pair of opposite sides are congruent, we got a star.
4) For both, we got a square.
i picked the rules : the figure has more than 4 sides, and all angles are congruent. there were only four shapes that met the rule of all angles are congrunt.two of them were squares, and the other two were rectangles. in the middle of the two rules, there was a octogan, pentagon, hexagon and an irregular hexxagon. in the side that said the figure has more than four sides, there were irregular shapes, and there was a pentagon.
i picked the rules : the figure has more than 4 sides, and all angles are congruent. there were only four shapes that met the rule of all angles are congrunt.two of them were squares, and the other two were rectangles. in the middle of the two rules, there was a octogan, pentagon, hexagon and an irregular hexxagon. in the side that said the figure has more than four sides, there were irregular shapes, and there was a pentagon.
Rule 1 The figure has more than 4 sides
Rule 2 The figure is congruent
THE RULES WE PICKED WERE
-ALL ANGLES ARE CONGRUENT
-ALL SIDES ARE CONGRUENT
THE SHAPE THAT MEETS THE CRITERIA OF THE FIRST RULE IS RCTANGLE, THE SIDES OF THE RECTANGLES ARE ALL THE SAME EVEN THOUGH THE SECOND RECTANGLE IS A LITTLE BIGGER THAN THE FIRST ONE.
THE SHAPES THAT MEET THE CRITERIA OF BOTH OF THEM IS SQUARE, TRIANGLE, HEXAGON, OCTAGON, AND PENTAGON MEET BOTH OS THE CONGRUENCIES CRITERIA BECAUSE IT HAS CONGRUENT SIDES AND CONGRUENT ANGLES.
The rules we picked was all sides are congruent and all angles are congruent. The sides are congruent rule the shapes we got were (12 a gon, decagon, and a octagon). The shapes we got for the rule all angles are congruent we got just a rectangle but three different rectangles. The shapes we got in both were (octagon, triangle, hexagon, pentagon, and a sqaure.
The rules we choose are: All angles are congruent and Atleast one pair of opposite sides are congruent.
1. The shapes that met the criteria for all angles are congruent are a triangle and that was the only shape.
2. The shapes that met the criteria for atleast one pair of opposite sides are congruent are trapezoid, , parallogram, star, octagon.
3. the shapes that met the criteria for both all angles are congruent and atleast one pair of opposite sides are congruent are a square, hexagon, rectangle, pentagon.
Our first rule was "all angles are congruent". The shape had to fit the critiria. All of the angles in the shape have to be congruent.
The second rule was "all angles are acute". The shape that had to fit in this critiria had to have all its angles acute. Acute angles are angles that are less than 90 degrees.
The middle section we had to place the shapes that had less than 90 degree angles(Acute angles) and shapes that had all congruent sides(equal sides).
P.S. This was a proud production by TORREALVA nation:D Thank you for taking your time and being our customer today and we hope to see you soon again. Special thanks to Kassandra Payan:D:D:D
The rules that we used are
1) The figure has more than 4 sides
2) The figure has atleast 1 pair of parallel sides,
The figures that belonged to the first rule were
The rules that i picked where The figure has at least one pair of parallel sides,and the other rule was The figure has more than four sides......The shapes that meet with my first rule where a square,rectangle,trapizod,rhombus,.....The shapes that meet the seconed rule where a pentagon,star, The shapes that fit both rules where a,star,hexagon,trapizod looking thing.......
We compared the rules
-The figure has at least one pair of parallel sides
-All angles are congruent
The polygons that fited our first rule, All angles are congruent were the hexagon and equilateral triangle. The polygons that fited our second rule
#1 base 1 is 7 base 2 is 15
#2 I cut a triangle off of a parallelogram
#3 I mixed up the triangle and the parallelogram,I turned the triangle clockwise and the parallelogram I turned clockwise and translated it.
1. The base 1 is over to the left seven the base 2 is up five.
2. In two when we cut the shapes and we made a trapezoid and parrallelogram.
3. Next we mixed up the shapes and then we needed to rotate the trapezoid counterclockwise 180 degrees. We also needed to rotate the parallelogram counterclockwise 180 degrees. =]
Mr.Horstman you need to start coming to us when we need you OK! get it
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