Rose Harrison, Clara Huizink, Aidan Sproat Clements and, Marlene Torres Skoumal Solutions for Exercise 7: Practice 1
Rose Harrison Mathematics Solutions for Exercise - Rose Harrison, Clara Huizink, Aidan Sproat Clements and, Marlene Torres Skoumal Solutions for Exercise 7: Practice 1
Attempt the free practice questions from Exercise 7: Practice 1 with hints and solutions to strengthen your understanding. Extended MYP Mathematics A Concept based approach Years 4 & 5 solutions are prepared by Experienced Embibe Experts.
Questions from Rose Harrison, Clara Huizink, Aidan Sproat Clements and, Marlene Torres Skoumal Solutions for Exercise 7: Practice 1 with Hints & Solutions
The following graphs all have Eulerian trails. They may be modified to have a Eulerian circuit by the addition of a single edge. In each case, determine where the edge should be drawn.
Determine which of the following connected graphs have Eulerian circuits, which have Eulerian trails, and which have neither (i.e. are non-traversable).
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
For the following graph, identify whether the graph is traversable, or not. For the traversable graphs, identify a trail which traverses the network.
