A regulation Ultimate Frisbee field is 37 meters wide with endzones that are each 18 meters long. The total length of the field can vary, but the total area of the field (including the endzones) needs to be at least 3700 square meters. 37 18 18 a.) What is the variable in this problem? let x= area offield b.) Write an inequality based on the problem description. Z3700 c.) Try your best to solve the inequality to figure out the minimum length of the field.
A regulation Ultimate Frisbee field is 37 meters wide with endzones that are each 18 meters long. The total length of the field can vary, but the total area of the field (including the endzones) needs to be at least 3700 square meters. 37 18 18 a.) What is the variable in this problem? let x= area offield b.) Write an inequality based on the problem description. Z3700 c.) Try your best to solve the inequality to figure out the minimum length of the field.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:A regulation Ultimate Frisbee field is 37 meters wide with
endzones that are each 18 meters long. The total length of
the field can vary, but the total area of the field (including
the endzones) needs to be at least 3700 square meters.
37
18
18
a.) What is the variable in this problem?
let x: area offield
b.) Write an inequality based on the problem description.
Z3700
c.) Try your best to solve the inequality to figure out the
minimum length of the field.
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