julesrbusel julesrbusel

23-05-2024
Mathematics

Answered

BCome up with an example of four side lengths that cannot possibly make a
quadrilateral, and explain how you know.

Verified Answer :

GinnyAnswer GinnyAnswer

23-05-2024

Final answer:

In order to form a quadrilateral, the sum of any three sides must be greater than the length of the fourth side.

Explanation:

To create a quadrilateral, the sum of the lengths of any three sides must be greater than the length of the fourth side as a requirement for the polygon to close properly. For example, if we have side lengths of 1, 2, 3, and 7, these lengths cannot form a quadrilateral since 1+2+3 is not greater than 7.

Learn more about Quadrilaterals and side lengths here:

https://brainly.com/question/42860029

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