Prove that a simple graph

  1. Prove that a simple graph with n >_ 2 vertices must have atleast two vertices with the same degree. There was a hint given in
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    2. Matt asked by Matt
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  2. Prove that a simple graph with n >_ 2 vertices must have atleast two vertices with the same degree. There was a hint given in
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    2. Matt asked by Matt
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  3. A simple graph G has 200000 edges and for any 3 vertices v,w,x, at least one of the edges vw,wx,xv is not present in G. What is
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    2. HELP!! asked by HELP!!
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  4. how do i prove the graph of a linear equation is a line? i know the slope between every point should be the same but idk how to
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    2. jubayr asked by jubayr
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  5. Prove the first isomorphism theorem in a simple and detailed manner
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    2. . asked by .
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  6. Which answer best explains the relationship between simple interest and a linear function? (1 point)Simple interest eamed is the
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  7. Let G be an arbitrary graph with at least 2 vertices. We construct a graph H by adding two vertices x and y to G, with every
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    2. Brent asked by Brent
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  8. Since marathons are a challenge for me, I signed up to run two races so that I can prove to myself I can do it! (1 point)
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  9. how do I graph this?y = -1/3 |x-2| like, I can do the simple ones (ex: y = -|x+3|), where you put random number for x and get
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    2. nina asked by nina
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  10. The simple graph shows the relationship between available resources and population size. What evidence does the graph provide?
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