Graph the vertices of quadrilateral GHIJ. Use the distance formula, slope formula or both to classify the quadrilateral based on your discovery through its sides. In complete sentences, explain how you classified the quadrilateral. GHIJ has vertices (4, 5), (8, 2), (2, -6), (-2, -3), respectively. Complete your work in the space provided or upload a file that can display math symbols if your work requires it.
@sleepyjess
Have you graphed the points?
no do I have to graph the points
Yes
and that all I have to do
And then you have to say what kind of shape it makes
ok give me a min to do the point
Using the distance formula and/or the slope formula
and explain how you classified it. This is all in the first 2 sentences.
ok
it makle a retanigler
okay, how did you come to the conclusion it is a rectangle?
yes
what slope do I have to use
slope formula
what the slope formula
is it risa over run
yes
ok how I post to do that than I remember how to do this it that how do I put this promble
I'm not really sure what you're saying. You just need to substitute in the points and prove that the shape has 2 sets of equal slopes.
ok thanks for help me
No problem :) Welcome to OpenStudy!
can u give me a example how the slope how to be
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