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Suppose i have a shape with 10 sides I choose a vertex then draw lines to the other vertices that don't shre sides with the first vertex How many vertices will that be and why?
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∙ 12y ago
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Take a shape with 5 sides choose a vertex draw a line from that vertex to the other vertices that do not share sides with the first vertex how many shapes are formed how many sides do they have?
It can form two quadrangles and three triangles. It has seven sides.
What are the coordinates of the fourth vertex of the rectangle?
It depends on what the coordinates of the first three vertices are!
How many sides does a vertices have?
This question does not make sense. First of all, "vertices" is the plural of "vertex", but you have used it in a singular context, which suggests that you don't know what the word means. Second, a vertex is a point, so it cannot have sides. The answer to the question might be "zero", but it's equally likely that several important words have been omitted from the question. If the question were written correctly, it could change both the question and the answer, entirely.
What is a cycle graph?
A cycle is a closed path such that the end vertex of the final edge is the start vertex of the first edge.
How can we estimate the area of a figure on the coordinate plane?
First, number the vertices's in order, going either clockwise or counter-clockwise. Starting at Make a table with the x,y coordinates of each vertex. Start at any vertex and go around the polygon in either direction. Add the starting vertex again at the end. You should get a table that looks like the leftmost gray box in the figure above. Combine the first two rows by: Multiplying the first row x by the second row y. (red) Multiplying the first row y by the second row x (blue) Subtract the second product form the first. Repeat this for rows 2 and 3, then rows 3 and 4 and so on. Add these results, make it positive if required, and divide by two. any vertex.
Take a shape with 5 sides choose a vertex draw a line from that vertex to the other vertices that do not share sides with the first vertex how many shapes are formed how many sides do they have?
It can form two quadrangles and three triangles. It has seven sides.
What are the coordinates of the fourth vertex of the rectangle?
It depends on what the coordinates of the first three vertices are!
How many sides does a vertices have?
This question does not make sense. First of all, "vertices" is the plural of "vertex", but you have used it in a singular context, which suggests that you don't know what the word means. Second, a vertex is a point, so it cannot have sides. The answer to the question might be "zero", but it's equally likely that several important words have been omitted from the question. If the question were written correctly, it could change both the question and the answer, entirely.
How do you list the coordinates of vertices?
to list the vertex example: vertex is at -1 and 4 you say it like this (-1,4) the -1 being your x value and the 4 being your y value. so in any case you put brackets up and state the x value first then the y value close brackets
Are vertices found on 2D shapes?
Of course. Every triangle has three of them, and every rectangle has four.==========================================================================Whereupon the first contributor replied:Here's some material from the "Math Open Reference" website:Definition of 'vertex': The common endpoint of two or more rays or line segments.Vertex typically means a corner or a point where lines meet. For example a square hasfour corners, each is called a vertex. The plural form of vertex is vertices. (Pronounced:"ver - tiss- ease"). A square for example has four vertices.The word vertex is most commonly used to denote the corners of a polygon. For examples,see the definitions of Regular Polygon, Triangle, and Quadrilateral.When two lines meet at a vertex, they form an included angle. For polygons, the includedangle at each vertex is an interior angle of the polygon.Vertex is also sometimes used to indicate the 'top' or high point of something, such asthe vertex of an isosceles triangle , which is the 'top' corner opposite its base, but thisis not its strict mathematical definition.The lines don't cross. The two line segments that define the vertex meet at their endpoints. If they cross, the point where they cross is called the intersection of the twolines. It is not a vertex.Solid GeometryIn solid geometry, a vertex is the point where three or more edges meet. The cube has eight vertices. In everyday terms, a vertex of a solid shape is a 'corner'.
If the vertex 5 and 7 is placed in the memory First vertex 1 and 1 address is 1245 and then address of vertex 5 and 7 is?
1279
Why is the polygons start from 3 side shapes?
Not sure of the formal proof, but consider: Suppose you can have a polygon with 2 sides. Start with one 'vertex' and connect to the second 'vertex' with a straight line segment - that's one side. Now for the second side, connect a straight line segment from the second vertex back to the first vertex. This will be the same line segment that you just drew. Try drawing a polygon with 1, or 0 sides, as well. You cannot do it. "Polygon" comes from Greek for "many corners".
What is a cycle graph?
A cycle is a closed path such that the end vertex of the final edge is the start vertex of the first edge.
How can we estimate the area of a figure on the coordinate plane?
First, number the vertices's in order, going either clockwise or counter-clockwise. Starting at Make a table with the x,y coordinates of each vertex. Start at any vertex and go around the polygon in either direction. Add the starting vertex again at the end. You should get a table that looks like the leftmost gray box in the figure above. Combine the first two rows by: Multiplying the first row x by the second row y. (red) Multiplying the first row y by the second row x (blue) Subtract the second product form the first. Repeat this for rows 2 and 3, then rows 3 and 4 and so on. Add these results, make it positive if required, and divide by two. any vertex.
How many diagonals are in a regular hexagon Why?
There are 9 diagonals in every hexagon.To see why, select any one of the 6 vertices. There are 5 other vertices to which it can be joined. But the lines joining it to the two adjacent vertices (one on each side) are not diagonals but sides of the hexagon. So, from each vertex, you get 3 diagonals.The first vertex can be selected in 6 ways so it would seem that you have 6*3 = 18 diagonals. However, you will then be counting each diagonal twice: once from each end. So the correct answer is 18/2 = 9.In general, a polygon with n sides has n*(n-3)/2 diagonals. Also, whether or not it is regular is totally irrelevant.
How many sides does vertical have?
This question does not make sense. First of all, "vertices" is the plural of "vertex", but you have used it in a singular context, which suggests that you don't know what the word means. Second, a vertex is a point, so it cannot have sides. The answer to the question might be "zero", but it's equally likely that several important words have been omitted from the question. If the question were written correctly, it could change both the question and the answer, entirely.
What does it mean to name the vertexes?
Find some way of labelling them so that you can tell which vertex you are referring to. It is usually a single letter, usually an upper case Roman character.But you could be more descriptive.The vertices of a cube could be named: FBL, FBR, BBL, BBR, FTL, FTR, BTL, BTR wherethe first character is Front or Back,the second character is Bottom or Top,the third character is Left or Right.Or you could even label the vertices with the full three-word names!Find some way of labelling them so that you can tell which vertex you are referring to. It is usually a single letter, usually an upper case Roman character.But you could be more descriptive.The vertices of a cube could be named: FBL, FBR, BBL, BBR, FTL, FTR, BTL, BTR wherethe first character is Front or Back,the second character is Bottom or Top,the third character is Left or Right.Or you could even label the vertices with the full three-word names!Find some way of labelling them so that you can tell which vertex you are referring to. It is usually a single letter, usually an upper case Roman character.But you could be more descriptive.The vertices of a cube could be named: FBL, FBR, BBL, BBR, FTL, FTR, BTL, BTR wherethe first character is Front or Back,the second character is Bottom or Top,the third character is Left or Right.Or you could even label the vertices with the full three-word names!Find some way of labelling them so that you can tell which vertex you are referring to. It is usually a single letter, usually an upper case Roman character.But you could be more descriptive.The vertices of a cube could be named: FBL, FBR, BBL, BBR, FTL, FTR, BTL, BTR wherethe first character is Front or Back,the second character is Bottom or Top,the third character is Left or Right.Or you could even label the vertices with the full three-word names!
