Hexagon. Although circles would represent a more accurate omnidirectional coverage, when we want to group circles together, they overlap one another. Hexagon doesn't and still has a somewhat 'circular' shape.
No. Congruent means the same shape and the same size. Two perfect circles would be the same shape but they might not be the same size.
perhaps you mean ven diagram? that's a diagram made of circles which overlap. for example, in an area you could take a survey of the number of black, white, and mixed race people. one circle would denote white people, one would denote black people, and the area in the middle, where the circles overlap, would denote people of mixed race. possibly not the best examples, but it's the best i can do
A rectangle to represent people who were allies of Pompeii or Caesar or both. The rectangle contains one circular shape to represent Pompeii's allies and another circular shape to represent Caesar's allies. Situation I is represented by the two circles not touching one another. Situation II is represented by the non-null overlap between the two circles.
A type of irregular shape, including scalene triangles, and many other shapes. Circles would work too.
Hexagon. Although circles would represent a more accurate omnidirectional coverage, when we want to group circles together, they overlap one another. Hexagon doesn't and still has a somewhat 'circular' shape.
Hexagon. Although circles would represent a more accurate omnidirectional coverage, when we want to group circles together, they overlap one another. Hexagon doesn't and still has a somewhat 'circular' shape.Read more: What_geometric_shape_is_used_in_cellular_system_design
No. Congruent means the same shape and the same size. Two perfect circles would be the same shape but they might not be the same size.
My guess would be a cylinder.
You draw a rectangle for the universe of all things in your set and then you draw circles inside the rectangle for each set. If the sets have a non-zero intersections, than you draw and overlap of the circles to show that. So the venn diagram consists of overlapping circles. The combined area of the circles is the union. By the universe, I mean all possible things that you are dealing with. For example, If you are looking at a school, that would be the universe. Maybe one set is students taking chemistry and one is students taking math. Those are two circles. They probably overlap and the overlap is the intersection. The union is the students taking both. The rectangle represents all students in the school.
perhaps you mean ven diagram? that's a diagram made of circles which overlap. for example, in an area you could take a survey of the number of black, white, and mixed race people. one circle would denote white people, one would denote black people, and the area in the middle, where the circles overlap, would denote people of mixed race. possibly not the best examples, but it's the best i can do
A rectangle to represent people who were allies of Pompeii or Caesar or both. The rectangle contains one circular shape to represent Pompeii's allies and another circular shape to represent Caesar's allies. Situation I is represented by the two circles not touching one another. Situation II is represented by the non-null overlap between the two circles.
Because if they were not circular they would be called something else, wouldn't they? Possibly elliptic, or "a flattened squarish shape" or "a wiggly shape".
Round
A type of irregular shape, including scalene triangles, and many other shapes. Circles would work too.
a square
A cylinder would fit the given description