The width of a rectangular TV screen is 14.5 cm more than the height. If the diagonal is 68.6 cm, find the dimensions of the screen. 68.6 cm --- h+ 14.5 Fig. 7.18 Copyright © 2015 Pearson Canada Inc. Dimensions: Width = 52.2 cm & Height = 37.7 cm O Dimensions: Width = 59.2 cm & Height = 44.7 cm O Dimensions: Width = 55.2 cm & Height = 40.7 cm Dimensions: Width = 57.2 cm & Height = 42.7 cm %3D %3D

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter0: Preparing For Algebra
Section0.7: Perimeter
Problem 6E
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QUESTION 10
The width of a rectangular TV screen is 14.5 cm more than the height.
If the diagonal is 68.6 cm, find the dimensions of the screen.
h
68.6 cm
----
h+ 14.5
Fig. 7.18
Copyright © 2015 Pearson Canada Inc.
Dimensions: Width = 52.2 cm & Height = 37.7 cm
Dimensions: Width = 57.2 cm & Height = 42.7 cm
Dimensions: Width = 59.2 cm & Height = 44.7 cm
%3D
Dimensions: Width = 55.2 cm & Height = 40.7 cm
Transcribed Image Text:QUESTION 10 The width of a rectangular TV screen is 14.5 cm more than the height. If the diagonal is 68.6 cm, find the dimensions of the screen. h 68.6 cm ---- h+ 14.5 Fig. 7.18 Copyright © 2015 Pearson Canada Inc. Dimensions: Width = 52.2 cm & Height = 37.7 cm Dimensions: Width = 57.2 cm & Height = 42.7 cm Dimensions: Width = 59.2 cm & Height = 44.7 cm %3D Dimensions: Width = 55.2 cm & Height = 40.7 cm
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