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a diagram that compares 2 or more things using 2 or more interlapping circles
That's a Venn diagram.
A Venn diagram is a drawing of circles which usually overlap (although not always) there can be more than two although in basic Venn diagrams there is usually just two. The circles each represent a statement E.G they wear glasses, this would be a circle for a diagram separating characteristics of students for example. The other circle may be 'have brown hair'. If a student wears glasses and has brown hair, they would be in the middle section. The Venn diagram shows how many people/things fit into each category of one of thethings being right, the other thingbeing right, them both beingright or neither of them being right. If neither of them apply for a person/thing, they are counted outside of both of the circles. If the two statements are mutually exclusive, the circles will not meet!
A Venn diagram can be used to compare and contrast two or more different items. It consists of two (or more) overlapping circles - so there is a small region of overlap between the circles. Generally, they can be used to illustrate the similarities and differences between two or more items. For instance, a Venn diagram could be used to compare lamps and flashlights. Both produce light (that information would go in the middle of the Venn diagram, where the circles overlap), but the lamp must be plugged in, while the flashlight runs on battery power (those pieces of information would go in the outsides of the circle - differences). Venn diagrams can also be used for probability, logic, stats, etc. By putting one situation or characteristic in each circle, you can determine the probability of one or both of the scenarios occurring. In this use of the Venn diagram, the region of overlap represents the time when both of the situations occur. For example, one could compare the number of students who have brown hair with the number of students who are more than 5 feet tall. Students with both of these characteristics would be placed in the middle of the Venn diagram (the overlap), while students with just one of these characteristics would fall in the outer edges of the circles.
Are congruent circles.
a diagram that compares 2 or more things using 2 or more interlapping circles
That's a Venn diagram.
you can have 2-3 circles, but for heavy information you can have 5 circles. I'm not sure if there can be more i would have to look into that.
A Venn diagram is a drawing of circles which usually overlap (although not always) there can be more than two although in basic Venn diagrams there is usually just two. The circles each represent a statement E.G they wear glasses, this would be a circle for a diagram separating characteristics of students for example. The other circle may be 'have brown hair'. If a student wears glasses and has brown hair, they would be in the middle section. The Venn diagram shows how many people/things fit into each category of one of thethings being right, the other thingbeing right, them both beingright or neither of them being right. If neither of them apply for a person/thing, they are counted outside of both of the circles. If the two statements are mutually exclusive, the circles will not meet!
Diagram C, or the diagram that has more Li ions (circles with the + sign in them) than the SO4 molecules (circles with the 2- sign in them).
A Venn diagram can be used to compare and contrast two or more different items. It consists of two (or more) overlapping circles - so there is a small region of overlap between the circles. Generally, they can be used to illustrate the similarities and differences between two or more items. For instance, a Venn diagram could be used to compare lamps and flashlights. Both produce light (that information would go in the middle of the Venn diagram, where the circles overlap), but the lamp must be plugged in, while the flashlight runs on battery power (those pieces of information would go in the outsides of the circle - differences). Venn diagrams can also be used for probability, logic, stats, etc. By putting one situation or characteristic in each circle, you can determine the probability of one or both of the scenarios occurring. In this use of the Venn diagram, the region of overlap represents the time when both of the situations occur. For example, one could compare the number of students who have brown hair with the number of students who are more than 5 feet tall. Students with both of these characteristics would be placed in the middle of the Venn diagram (the overlap), while students with just one of these characteristics would fall in the outer edges of the circles.
Argon has 18 electrons. Draw a circle in the middle with the chemical symbol of argon in it (Ar). Draw three more circles around the middle one. On the first circle draw 2 dots to represent electrons. On the 2nd circle, draw 8 electrons. And finally, on the last circle, draw another 8 electrons. That is the bohr-rutherford diagram of argon.
Argon has 18 electrons. Draw a circle in the middle with the chemical symbol of argon in it (Ar). Draw three more circles around the middle one. On the first circle draw 2 dots to represent electrons. On the 2nd circle, draw 8 electrons. And finally, on the last circle, draw another 8 electrons. That is the bohr-rutherford diagram of argon.
Venn Diagram
high density have more matter per unit of volume (a box with a lot of circles) low has fewer matter per unit volume (a box with less circles)
A Venn diagram gets unwieldy with a large number of observations.It is impossible (in 2-d) to have more than three categories (circles).
Factors multiply. The numbers in the middle of the Venn diagram are common factors. If there are two or more, their product will give you the greatest common factor.