Geo_Book_Answers
Geo_Book_Answers
Geo_Book_Answers
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1.<br />
2.<br />
3.<br />
4.<br />
5.<br />
A B<br />
Q D<br />
C D<br />
1<br />
CD<br />
2<br />
Edge of the paper<br />
Original segment<br />
1<br />
CD<br />
2<br />
2AB –<br />
1<br />
CD<br />
2<br />
M N<br />
AB CD<br />
LESSON 3.2<br />
AB AB<br />
1<br />
CD<br />
2<br />
MN =<br />
1<br />
(AB + CD)<br />
2<br />
6. Exercises 1–5 with patty paper:<br />
Exercise 1 This is the same as Investigation 1.<br />
Exercise 2<br />
Step 1 Draw a segment on patty paper. Label it QD .<br />
Step 2 Fold your patty paper so that endpoints Q<br />
and D coincide. Crease along the fold.<br />
Step 3 Unfold and draw a line in the crease.<br />
Step 4 Label the point of intersection A.<br />
Step 5 Fold your patty paper so that endpoints Q<br />
and A coincide. Crease along the fold.<br />
Step 6 Unfold and draw a line in the crease.<br />
Step 7 Label the point of intersection B.<br />
Step 8 Fold your patty paper so that endpoints A<br />
and D coincide. Crease along the fold.<br />
Step 9 Unfold and draw a line in the crease.<br />
Step 10 Label the point of intersection C.<br />
Exercise 3 This is the same as Investigation 1.<br />
Exercise 4<br />
Step 1 Do Investigation 1 to get 1<br />
2 CD.<br />
Step 2 On a second piece of patty paper, trace AB <br />
two times so that the two segments form a segment<br />
of length 2AB.<br />
Step 3 Lay the first piece of patty paper on top of<br />
the second so that the endpoints coincide and the<br />
shorter segment is on top of the longer segment.<br />
Step 4 Trace the rest of the longer segment with a<br />
different colored writing utensil. That will be the<br />
answer.<br />
Exercise 5<br />
Step 1 Trace segments AB and CD so that the two<br />
segments form a segment of length AB CD.<br />
Step 2 Fold your patty paper so that points A and<br />
D coincide. Crease along the fold.<br />
Step 3 Unfold and draw a line in the crease.<br />
7. The perpendicular bisectors all intersect in one<br />
point.<br />
8. The medians all intersect in one point.<br />
C<br />
A<br />
M<br />
I<br />
9. GH appears to be parallel to EF, and its length<br />
is half the length of EF.<br />
G<br />
B<br />
N<br />
D H<br />
E<br />
L<br />
F<br />
L<br />
A<br />
ANSWERS TO EXERCISES 33<br />
<strong>Answers</strong> to Exercises