The figure below shows a kite labeled PQRS. A kite PQRS is shown with a diagonal labeled PR. Write a 2-column, paragraph, or flow-chart proof to show that angle QRP is congruent to angle SRP.
I don't know where to start, exactly. I don't know if the kite has a particular postulate or theorem that proves diagonals are congruent?
ehh geometry exam?
haaha yeah
ehh. great im on the test before that, could you help me?
Sure. :) No problem
k its the polygons and quadrilaterals unit test, currently a 66 in the class so i have to pass this and the exam to pass the class
The isosceles trapezoid is part of an isosceles triangle with a 34° vertex angle. What is the measure of an acute base angle of the trapezoid? Of an obtuse base angle? The diagram is not to scale.
woaah, I don't remember learning that. I saw a similar question with a vertex of 22 and the answer was 79;101. I know they aren't the same numbers, but does that help you at all?
A 73 and 107 i figured it ou
Good job! :)
Which diagram shows the most useful positioning of a rectangle in the first quadrant of a coordinate plane? does that look familiar? or any idea?
i need a picture haha
k
thats a
https://www.connexus.com/content/media/456845-212011-23058-PM-1518514864.png tahts b
thats*
https://www.connexus.com/content/media/456845-212011-23100-PM-2027611449.png c
is there a picture in the question?
nope just the choices
c
y is that any more useful the b or d?
the positioning
i see.
@kevsturge do you know of any postulates or theorems that prove diagonals in a rhombus?
diagonals are congruent*
hmmm, well|dw:1338566308400:dw| if you split the kite then you create 4 triangles with 90 degrees in the center of the kite. This bisects the kite into half the angle at the bottom of the kite
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