1. Geometry
Test Review Chapter 2

2. Distance/Midpoint

3. Complementary
Find the measures of two complementary angles if the difference in the measure is 16.

4. Polygon
Name the polygon by the number of sides. Classify as convex or concave, regular or irregular.

5. Conjecture
Make a conjecture about the next letter in the sequence.
L M N P Q R T

6. Find the value of x, m1 and m2.

7. Counterexample
Given: a + b ≤ 8 and a = 2
Conjecture: b ≤ 5

8. Truth Tables
Construct a truth table for (p ٨ ~q) ٧ q.

9. Properties State the property that justifies the statement
If a + b = 25 and b = c, then a + c = 25.

10. ID Hypothesis & Conclusion
In a plane, if lines l and m are equidistant from line p, then l || m.

11. Truth value, converse, inverse, contrapositive.
Points X, Y and Z determine two lines.

12. Venn Diagram
Create a Venn diagram to show a survey of 40 people of which 13 people like both chocolate and peanut butter, 27 who like chocolate, 18 who like peanut butter.

13. Proof Given: 1 and 2 are complementary 3 and 4 are complementary
1 = 3
Prove:  3 and 2 are complementary
a. 1 and 2 are complementary a.
b 1 =  b.
c 2 =  c.
d. m2 = m d.
e. m3 + m4 = e.
f m3 + m2 = f.
g. 3 and 2 are complementary g. 2 3 1 4