Which word completely describes the polygon whose vertices are the ordered pairs (2, 3), (9, 3), (9, –2), and (2, –2)?
what is the y distance between (2,3) and (2,-2)
A.none of these B.equiangular C.equilateral D.regular
i have no idea
ok from (2,3) to (2,-2) think of new york. you're on street B 3, but you have to go down to B -2 how many streets down do you go
*wait do you know the shape and just need to know the name
6?
i dont know any of it at all
yea six streets. so whats the distance between (9,3) and (9,-2)?
(9,6)?
oh wait i wasnt listening it was 5 streets not 6, but they both are 5 streets, ok so if both lines start at y = 3 (the second co ordinates are both 3) and both travel down together 5 points to get to point y = -2 (the second co ordinate are both -2) then we have a set of parallel lines
u there?
next notice how we have (2,3) and (9,3) this line is exactly the same distance as (2,-2) and (9,-2). making another set of parallel lines now 2 sets of parallel lines that are perpendicular have 4 right corners. so basically, we have a polygon with 4 corners, a width of 7, and a height of 5 what shape does this describe
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