A heptagon has perimeter 121 feet. Four of the sides are the same length, and the remaining sides are half as long. How long are the shorter sides? The shorter sides are feet.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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The image shows a text prompt related to geometry problems on a computer screen. It reads:

"A heptagon has a perimeter of 121 feet. Four of the sides are the same length, and the remaining sides are half as long. How long are the shorter sides?"

Below the text, there is a box titled "The shorter sides are [ ] feet." with an input field where the user can enter their answer. Next to the input field, there is an "X" button and a circular arrow, which might be used for clearing or resetting the entry.

This setting indicates an interactive question designed for students to solve problems related to polygon perimeter calculations, focusing on applying the understanding of heptagons and variable side lengths.
Transcribed Image Text:The image shows a text prompt related to geometry problems on a computer screen. It reads: "A heptagon has a perimeter of 121 feet. Four of the sides are the same length, and the remaining sides are half as long. How long are the shorter sides?" Below the text, there is a box titled "The shorter sides are [ ] feet." with an input field where the user can enter their answer. Next to the input field, there is an "X" button and a circular arrow, which might be used for clearing or resetting the entry. This setting indicates an interactive question designed for students to solve problems related to polygon perimeter calculations, focusing on applying the understanding of heptagons and variable side lengths.
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