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I can help you solve any of the questions in the image you've uploaded. Just let me know which one you'd like to start with or if you'd like explanations for multiple problems! 

Here’s a brief overview of some of the questions:

1. **Problem 9** asks you to use inductive and deductive reasoning for a conjecture involving the sum of three odd integers.
2. **Problem 10** involves the Law of Detachment to conclude something about quadrilaterals.
3. **Problem 11** is about solving for the height of a triangle using the formula for the area of a triangle.
4. **Problem 12** asks you to draw and label a diagram and prove equal distances based on the described arrangement of animals in a zoo.
5. **Problem 13** is about writing a geometric proof involving angle bisectors.

Let me know which question you'd like help with first!

You visit the zoo and notice the following: The elephants, giraffes, lions, tigers, and zebras are located along a straight walkway. The giraffes are halfway between the elephants and the lions. The tigers are halfway between the lions and the zebras. The lions are halfway between the giraffes and the tigers. Draw and label a diagram that represents this information. Then prove that the distance between the elephants and the giraffes is equal to the distance between the tigers and the zebras.

Learn how to represent the arrangement of elephants, giraffes, lions, tigers, and zebras along a straight walkway. This problem involves using midpoint concepts and logical deduction to prove that the distances between certain animals are equal. Ideal for students in Grades 7-9.

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