Question: QUESTION 3 A connected planar graph has 17 vertices and 25 edges. How many regions are formed when the graph is drawn in the plane

QUESTION 3 A connected planar graph has 17QUESTION 3 A connected planar graph has 17QUESTION 3 A connected planar graph has 17
QUESTION 3 A connected planar graph has 17 vertices and 25 edges. How many regions are formed when the graph is drawn in the plane without any edges crossing?Suppose a connected planar graph G has 27 vertices. How many edges must G have if there are 16 regions formed when the graph is drawn without crossing edges? QUESTION 6 The matrix below is the adjacenty matrix of a graph G, with the modifications required by Kirschoff Theroem. How many spanning trees does the graph G have? 3 -1-1-1 M= -12 -10 -1-13 -1 -10-12a. Show that K2,4 is a planar graph by drawing it without crossing edges. b. Identify the number of vertices, edges and regions and verify that they satisfy Euler's formula. Attach File Browse Local Files Browse Content Collection

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