The height of a telephone line is given by the equation h + 60, where h is the height of 4 the telephone line and x is the distance from the lowest part of the line to a telephone pole. If the line hooks onto the pole at a height of 200 feet, what is the distance between the two poles? Give answer to the nearest hundredth. у axis Telephone pole Tdephone pole x-axis

Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
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Chapter7: Factoring
Section7.6: Quadratic Equations
Problem 7.164TI: A meditation garden is in the shape of a right triangle, with one leg 7 feet. The length of the...
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The height of a telephone line is given by the equation h =
+ 60, where h is the height of
4
the telephone line and x is the distance from the lowest part of the line to a telephone pole. If
the line hooks onto the pole at a height of 200 feet, what is the distance between the two
poles? Give answer to the nearest hundredth.
y-axis
Telephone
pole
Tdephone
pole
X-axis
Transcribed Image Text:The height of a telephone line is given by the equation h = + 60, where h is the height of 4 the telephone line and x is the distance from the lowest part of the line to a telephone pole. If the line hooks onto the pole at a height of 200 feet, what is the distance between the two poles? Give answer to the nearest hundredth. y-axis Telephone pole Tdephone pole X-axis
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