4. Use the following images to answer the question:
a.
Write a truth statement about each
picture using Euclidean postulates.
b. Write the matching Euclidean postulate.
C.
Describe the deductive reasoning you used.

Question

02-08-2022
Mathematics

Answered

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4. Use the following images to answer the question:
a.
Write a truth statement about each
picture using Euclidean postulates.
b. Write the matching Euclidean postulate.
C.
Describe the deductive reasoning you used.

Sagot :

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anjithaka anjithaka · Answer 1 · 2022-08-07T02:46:20-04:00

Truth statement exists statements or assertions that exist true yet of whether the constituent premises exist true or false.

What is the Euclidean Postulate?

There exist five Euclidean Postulates or axioms.

1. Any two ends can be bound by a straight line segment.

2. In a straight line, any straight line segment can be extended indefinitely.

3. A circle can be created utilizing any straight line segment as the radius and one endpoint as the center.

4. Right angles exist all the exact.

5. If two lines meet a third in a manner that the totality of the inner angles on one side exists smaller than two Right Angles, the two lines will inevitably collide on that side if they exist extended far enough.

What are the true statements connecting to the pictures and their equivalent Euclidean Axiom?

1. The right angle on the first page of the book offered and the right angles on the last page of the book shown exist all the exact. (Axiom 4)

2. If the string from the Yoyo dangling from the hand in the picture exists circled for 360° such that the length of the string stays equivalent to all thought, and the point from where it exists attached stays fixed, it will trace a circular trajectory. (Axiom 3)

3. The swords held by the fighters can be extended into infinity because they exist in in straight lines. (Axiom 5)

To learn more about Euclidean Postulates refer to:

brainly.com/question/3745414

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Sagot :

What is the Euclidean Postulate?

What are the true statements connecting to the pictures and their equivalent Euclidean Axiom?

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