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In the figure below, the length of segment CB is 58 units and the length of segment BG is 120 units. What is the length of segment GE ?
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90 degrees its a right angle
i think its asking for the length tho
i dont know im sorry....
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@SWAG please post only pictures related to the question
In triangle CBA, CB is 58 Let's find BA We know that \[\frac{perpendicular}{adjacent}= \tan \theta\] WE have here perpendicular CB= 58 and adjacent = BA\[\theta =45\ degrees\] so \[\frac{58}{BA}= \tan 45\]tan 45= 1 so \[BA= 58 \] Now BG=120 \[BG=BA+AG \] so \[AG=120-58=62\] Now in triangle EAG EG= perpendicular AG=62 \[\theta=60\] so \[\frac{EG}{AG}=\tan 60\] we get \[EG= 62 \times \sqrt{3}\] \[EG=107.38 units\]
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