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A: Let's solve.
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A: Use reflection matrix to solve problem.
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A: The statement is true.
Q: snip
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Q: 10.
A: It will line parallel to EF, passing through the origin.
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A: length of an arc = r×θ
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A: This question can be solved using the concept of area of sector and segment.
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A: on using the formula we get
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A: Here we have to find the area of the sector.
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A: We are going to use sine rule in the given problem
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Q: 1. 2.
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A: Given:
Q: Draw a diagram that shows that point B is N 40 degree E from point A.
A: We need to show the diagram that shows that point B is N 40 degree E from point A. Suppose A point…
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- For a regular tetrahedron, find the number of faces, vertices, and edges in the polyhedron. Then verify Eulers equation for that polyhedron.For Figure a of Exercise 1, find the number of faces, vertices, and edges in the polyhedron. Then verify Eulers equation for that polyhedron.Answer the following questions: a) We can think of the tetrahedron as a graph- draw it and describe it using graph terminology b) How did we know that there is an error in Yanghui's triangle? c) Draw a pair of complete graphs with three vertices, one "balanced", and one "unbalanced: d) What is special about pair 179 and 181
- With the graph provided can you help find parts (a) & (b) of this problem?Below is depicted a graph ? constructed by joining two opposite vertices of ?12. Some authors call this a “theta graph” because it resembles the Greek letter ?. What are the possible total degrees of graphs obtained by identifying two vertices of ??Question e will bi answered according to the graph in second picture.
- 25, determine the type(s) of symmetry (symmetry with respect to the x axis, y axis, and/or origin) exhibited by the graph of each of the following equations. Do not sketch the graph. x=-y2 + 5Draw a diagram that shows that point B is N 40 degree E from point A.DRAW THE GRAPH FOR THE SOLVED QUESTION MENTIONED IN THE PIC.
- 6.b. Determine whether the following statements are true or false. Explain why the true statements are true and give counterexamples to the false statements.(i) Each bipartite graph is planar.(ii) Each bipartite has a chromatic number equal to 2.What will be the chromatic number of the following graph? a. 1b. 5c. 4d. 2Count the number of vertices, edges and faces, and then verify Euler's formula for the given graph.