#6.4 Discvoering Proeprties of Midsegments
Aim 1: to know and use properties of midsegments of triangles and trapezoids to solve for the lengths of missing sides
Aim 1: to know and use properties of midsegments of triangles and trapezoids to solve for the lengths of missing sides
- (1-10) all
- (14) only the people who have the patty papers from the trapezoid investigation will be able to do this problem. That means you guys need to post the answer on the blog for those who don't have the patty papers. If you simply can't wait for the answer, then you can try to do this on regular paper or tracing paper if you have any.
- (16-17) all
PH #5.1
- (2-18) even
- (29-32) all
- (35-36) all
- (40-46) all
posted by msichan at
10/02/2007 12:29:00 PM
19 Comments:
#14 when you connect the midpoints of the 4 sides of an iscoceles trapezoid, you get 2 congruent pairs of parallelograms.
By
maria*per4, At
October 2, 2007 at 3:27 PM
How do you do #2??!?!
By
JGH, At
October 2, 2007 at 6:04 PM
#14 you have to find the midpoints of the two bases and draw a line through it. that creates two pairs of congruent parallelograms.
By
JGH, At
October 2, 2007 at 7:19 PM
Adam Shemony
per. 3
#14: When you connect the midpoints of the 4 sides of an iscoceles trapezoid...
Answer: You get two pairs of congruent parallelograms
By
shemony, At
October 2, 2007 at 7:33 PM
14. Find the midpoints of all four sides. then create the mid segments. When the mid segments are created 4 isocoles trapezoids are formed
By
cjones, At
October 2, 2007 at 7:45 PM
for prentice hall!
40-46
do they want the actual number or do they want an equation im confused?!!!
HELP
By
Cera, At
October 2, 2007 at 7:48 PM
#14 fimd the midpoints of the two bases. Then draw a line through it. This then creates two pairs of congruent parallelograms
Lohn,D. period 4
By
Unknown, At
October 2, 2007 at 7:52 PM
14. When connecting the midpoints of the 4 sides in an isosceles trapezoid, you get two congruent pairs of parallelograms.
By
R.Collin, At
October 2, 2007 at 7:54 PM
#14. when I connected the midpoint of the three sided triangle, I created four congruent triangles. I got two pairs of congruent parallelogram when I connected the midpoint of the four sided isosceles trapezoid.
By
JGOLDBERG, At
October 2, 2007 at 8:00 PM
k.saunders per. 4
When i connected the midpoints of the 4 sides in an isosceles trapezoid for number 14, i got 2 congruent pairs of parallelograms.
By
kayla's a veg head., At
October 2, 2007 at 8:16 PM
14. When I connected the midpoints of the 4 sides of an isosceles trapezoid, I got a rhombus.
a.ocampo...period 4
By
a.ocampo, At
October 2, 2007 at 8:27 PM
(14) when you connected the midpoints you get two pairs of congruent parallelograms when you connected the midpoint of the four sided isosceles trapezoid.
By
Sean [: \], At
October 2, 2007 at 8:38 PM
well... when you connect the midpoints you would get a congruent parallelograms
By
TNguyen, At
October 2, 2007 at 8:50 PM
you have to first find the midpoint of the bases then connect then and you creat 2 pairs of congruent pparallelograms
By
romi.4, At
October 2, 2007 at 9:02 PM
if you connect the midpts of the four sides of an iscoceles trapezoid......
you get two congruent pairs of parallelograms.
By
rodriguez, At
October 2, 2007 at 9:43 PM
#14 When you connect the midpoints of the four sides of an isosceles trapezoid the type of quadrilateral you get is a parallelogram.
sabby P.4
By
sabby-stern, At
October 2, 2007 at 10:17 PM
#14: When you connect the midpoints of the 4 sides of an iscoceles trapezoid You get two pairs of congruent parallelograms
By
fell in a well, At
October 2, 2007 at 10:30 PM
#14 What type of quadrilateral do you get when you connect the midpoints of the four sides of an isosceles trapezoid?
Answer I got a parallelogram
By
BrianC., At
October 3, 2007 at 12:26 AM
#14. when I connected the midpoint of the three sided triangle, I created four congruent triangles. I got two pairs of congruent parallelogram when I connected the midpoint of the four sided isosceles trapezoid.
By
anthonyfbaby, At
October 3, 2007 at 9:44 AM
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