Name:___________________________
Memorial Day Weekend: Review Assignment [60]
Date:_____ Period:____
Ms. Anderle
Memorial Day Weekend: Review Assignment
Please complete all of the multiple choice questions below. Each correct answer will
receive 2 points.
1. Find the slope of the line which passes through the two points (10,-1) and (-3,9)
a. 8/7
b. -8/13
c. 10/7
d. -10/13
2. Find, in radical form the distance between the points whose coordinates are (-((-2,8) and (-1,5).
a. √10
b. √25
c. √178
d. √8
3. Find the coordinates of A’ the image of A(2,1) after a reflection in the y-axis
a. (1,2)
b. (-1,-2)
c.(-2,1)
d. (2,-1)
4. What is the converse of the statement p  ~q?
a. ~p  q
b. ~q  p
c. q  ~p
d. ~q  ~p
5. The measure of two opposite angles of a parallelogram measure 4x–1 and 5x+10,
what is the value of x?
a. 19
b. 11
c. 9
d. 21
6. In the diagram below ML  LN and <MLP = 48˚, find the measure of <PLN
M
P
L
a. 42˚
N
b. 132 ˚
c. 138 ˚
d. 52˚
7. The point of concurrency of the three altitudes of a triangle is called
a. orthocenter
b. circumcenter
c. incenter
d. centroid
8. What is the slope of the line parallel to y = 3x + 2
a. -1/3
b. 1/3
c. 3
d. -3
9. Which of these lengths could be the lengths of the sides of a triangle?
a. {1, 2, 3}
b. {5, 6, 10}
c. {5, 8, 20}
d. {5, 5, 10}
10. Which set of integers represents a Pythagorean triplet?
a. {3, 4, 7}
b. {5, 12, 13}
c. {7, 12, 24}
d. {9, 40, 42}
11. Two triangles are similar. The lengths of the sides of the larger triangle are 8,
10, and 16. The longest side of the smaller triangle is 8, what is the length of the
smallest side of the smaller triangle?
a. 4
b. 16
c. 1
d. 12
12. ABCD is a square. BD is the diagonal of the square. If the length of AB = 10,
what is the length of diagonal BD?
a. 10
b. 10√3
c. 5√2
d. 10√2
13. Two angles are supplementary, and in the ratio of 1:5. Find the measure of the
larger angle.
a. 15
b. 30
c. 75
d. 150
14. Find the equation of a circle whose center is (-1,2) and radius is 9.
a. (x-1)2+(x+2)2=81 b. (x+1)2+(x-2)2=81 c. (x-1)2+(x+2)2=9 d. (x+1)2+(x-2)2=9
15. Which statement is logically equivalent to “If it is sunny, then I am going to the
beach”?
a. If it is not sunny, then I am not going to the beach.
b. If I am going to the beach, then it is sunny.
c. If I am not going to the beach, then it is not sunny.
d. I am going to the beach if and only if it is sunny.
16. If the length of one base of a trapezoid is 30 and the length of the other base
is 50, then what is the length of the midsegment?
a. 80
b. 40
c. 20
d. 10
17. Which letter has both point and line symmetry?
a. A
b. S
c. H
d. M
18. Find the measure of <b:
b
46˚
a
a. 46˚
b. 67˚
c. 88˚
d. 134˚
19. In the accompanying diagram of triangle ABC, DE||BC. If AD = 8, DB = 2, and
AE = 12, find EC.
A
D
B
a. 3
b. 2
E
C
c. 6
d. 10
20. If the length of a rectangle is 8 and the width is 2, find the diagonal of the
rectangle.
a. 2√15
b. 3√6
c. 2√17
d. 10
21. All of the following are properties of an isosceles trapezoid except:
a. Both pairs of opposite sides are congruent.
b. The diagonals are congruent.
c. The non-parallel sides are congruent.
d. The base angles are congruent.
22. The locus of points a fixed distance from a line can be described as:
a. two lines
b. a circle
c. one line
d. two points
24. The letter T has:
a. point symmetry
c. horizontal line symmetry
b. vertical line symmetry
d. none of the above
23. In circle O, chords AB and CB are drawn. If the measure of arc AB = 100˚ and
the measure of arc CB = 110˚, what is the m<ABC?
a. 150˚
b. 75˚
c. 55˚
d. 50˚
24. Straight line PQ is perpendicular to straight line RS. If the slope of PQ is 2/3,
then the slope of RS is:
a. 2/3
b. -3/2
c. 3/2
d. -2/3
25. Given ΔABC with m<A = 100 and m<B = 20, which of the following statements is
true? (Triangle NOT drawn to scale)
B
A
a. AB ≅ AC
c. AC is the longest side
C
b. AC is the shortest side
d. BC is the shortest side
26. One method to prove that a quadrilateral is a rhombus is to show that:
a. the diagonals bisect each other
b. the diagonals are congruent
c. the diagonals are perpendicular
d. one pair of opposite sides parallel
27. How can we prove the triangles below congruent?
a. SSA
b. ASA
c. HL
d. SAS
28. Find the value of x:
20˚
x
60˚
a. 80˚
b. 40˚
c. 160˚
29. Given two parallel lines, the locus of points equidistant is:
a. one line
b. a circle
c. two lines
d. 120˚
d. a point
30. In the accompanying diagram, three points which are collinear are:
A
B
C
a. Point A, B, & C
D
b. Points B, C, & D c. Points D, C, & A d. Points A, B, & D