Complete the following proof. Given: PT _l_ RT https://media.glynlyon.com/g_geo_2013/4/page55a.gif Prove: PT < PR
@ganeshie8
@Somy
omg pure geometry im so sorry this is my nightmare (proving)
if it was numbers i'd use Pythagoras Theorem to prove
Use the relationship of a triangle. The sum of the interior angles of a triangle is 180 degrees. In a right triangle the 90 degree (right angle) is the largest as the remaining two must sum up to 90 degrees. In a triangle the side opposite the largest angle is the longest. http://www.wyzant.com/resources/lessons/math/geometry/triangles/inequalities_and_relationships
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its fine @Somy
Segment PR is opposite the right angle, hence it is opposite the largest angle, therefore it is the longest.
Is that table the format they desire for your proof?
yep
on the statement side 1.PT _l_ RT
right?
1. PT _|_ RT 2. <PTR is right angle 3. < PTR >(greater than < TRP and so on. Yes you have started of right.
so 2. PTR is rt angle?
PTR and angle are the word i need to put in the blanks/?
words*
@radar
@marshallinwashington
The words for the reason column, complete the left side.
Did you look at the link?
My first post had a narrative for the proof.
i already got it:) thnx 4 the help nd the link:))
Good luck with your studies.
thnx:)
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