A kite is a quadrilateral with two pairs of adjacent, congruent sides. The vertex angles are those angles in between the pairs of congruent sides. Prove the diagonal connecting these vertex angles is perpendicular to the diagonal connecting the non-vertex angles. Be sure to create and name the appropriate geometric figures. This figure does not need to be submitted.
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OpenStudy (redstonemak3r):
Do you need a two-column proof, or just a paragraph proof?
OpenStudy (superwholock221):
paragraph
OpenStudy (superwholock221):
this is my last question i swear lol
OpenStudy (redstonemak3r):
its good the more the better
OpenStudy (redstonemak3r):
|dw:1467233904306:dw|
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OpenStudy (redstonemak3r):
Given: Kite ABCD with BA = BC & DA = DC
Prove: BD is perpendicular to AC
OpenStudy (superwholock221):
ok so gimmy a sec
OpenStudy (redstonemak3r):
np
OpenStudy (redstonemak3r):
when you ready tell me
OpenStudy (superwholock221):
|dw:1467234165884:dw|
that means these three are congruent as well
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OpenStudy (redstonemak3r):
yes
OpenStudy (superwholock221):
because of SAS??
OpenStudy (redstonemak3r):
yes
OpenStudy (redstonemak3r):
ok you ready imma drop the bomb
OpenStudy (superwholock221):
lol yeah
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OpenStudy (redstonemak3r):
Seg BA is congr to seg BC and seg DA is cong to seg DC by given
Seg BD is congr to seg BD by reflexive
Tr. BAD is congr to tr. BCD by SSS
OpenStudy (superwholock221):
ohhhhh okay
OpenStudy (redstonemak3r):
you get it
OpenStudy (superwholock221):
yeah i got it thank you AGAIN
OpenStudy (redstonemak3r):
no problem anytime you need anything else
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OpenStudy (superwholock221):
im done for the day but i fanned you thank you so much