Geo_Book_Answers
Geo_Book_Answers
Geo_Book_Answers
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<strong>Answers</strong> to Exercises<br />
9.<br />
Sample description: Draw a segment and draw an<br />
angle at one end of the segment. Mark off a<br />
distance equal to that segment on the other side of<br />
the angle. Draw an angle at that point and mark off<br />
the same distance. Connect that point to the other<br />
end of the original segment.<br />
10.<br />
Sample description: Draw an angle and mark off<br />
equal lengths on the two sides. Use that length to<br />
determine another point that distance from the<br />
points on the sides. Connect that point with the<br />
two points on the side of the angle.<br />
11. <strong>Answers</strong> will vary. The angle bisector lies<br />
between the median and the altitude. The order of<br />
the points is either M, R, S or S, R, M. One possible<br />
conjecture: In a scalene obtuse triangle the angle<br />
bisector is always between the median and the<br />
altitude.<br />
mABC = 111<br />
B<br />
R Median<br />
A S M<br />
Altitude Angle<br />
bisector<br />
42 ANSWERS TO EXERCISES<br />
C<br />
12. new coordinates: E(4, 6), A(7, 0), T(1, 2)<br />
13.<br />
–5<br />
14. half a cylinder<br />
15. 503<br />
16.<br />
R<br />
–5<br />
–5<br />
y<br />
T'<br />
T<br />
E<br />
E'<br />
110<br />
E<br />
3.2 cm<br />
110 110<br />
A 5.5 cm C<br />
A'<br />
A<br />
Reflectional Rotational<br />
Figure symmetries symmetries<br />
Trapezoid 0 0<br />
Kite 1 0<br />
Parallelogram 0 2<br />
Rhombus 2 2<br />
Rectangle 2 2<br />
x