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Q 1/66
Score 0
In the diagram, AB || CD and GH = IH. If m<EGB = 50Ëš, what is m<HIG?
300
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Q 2/66
Score 0
In the diagram below, FE bisects AC at B, and GE bisects BD at C. Which statement is always true?
300
AC bisects FE at B
FB = EB
AB = DC
BD bisects GE at C
66 questions
Q.
In the diagram, AB || CD and GH = IH. If m<EGB = 50Ëš, what is m<HIG?
1
300 sec
GEO-G.CO.C
Q.
In the diagram below, FE bisects AC at B, and GE bisects BD at C. Which statement is always true?
2
300 sec
GEO-G.CO.C
Q.
In the diagram, m∠BDC = 100°, m∠A = 50°, and m∠DBC = 30°. Which statement is true?
3
300 sec
GEO-G.CO.C
Q.
Segment CD is the perpendicular bisector of AB at E. Which pair of
segments does not have to be congruent?
4
300 sec
Q.
The measures of the angles of a triangle are in the ratio 2:3:4. In degrees, the measure of the smallest angle of the triangle is
5
300 sec
GEO-G.CO.C
Q.
The vertex angle of an isosceles triangle measures 15 degrees more than one of its base angles. How many degrees are there in a base angle of the triangle?
6
300 sec
GEO-G.CO.C
Q.
Which numbers could represent the lengths of the sides of a triangle?
7
300 sec
GEO-G.CO.C
Q.
The three medians of a triangle intersect at a point. Which measurements could represent the segments of one of the medians?
8
300 sec
GEO-G.CO.C
Q.
In ABC, m∠A = 3x + 1, m∠B = 4x - 17, and m∠C = 5x - 20. Which type of triangle is ABC?
9
300 sec
GEO-G.CO.C
Q.
In ABC, m∠A = 60˚, m∠B = 80˚, and m∠C = 40˚. Which inequality is true?
10
300 sec
GEO-G.CO.C
Q.
In the diagram below, LMO is isosceles with LO = MO. If m∠L = 55˚ and m∠NOM = 28˚, what is m∠N?
11
300 sec
GEO-G.CO.C
Q.
In the diagram below of â–³ACE, medians AD, EB, and CF intersect at G. The length of FG is 12. What is the length of CG?
12
300 sec
GEO-G.CO.C
Q.
In the diagram of △KLM below, m∠L = 70˚, m∠M = 50˚, and MK is extended through N. What is the measure of ∠LKN?
13
300 sec
GEO-G.CO.C
Q.
In △DEF, m∠D = 3x + 5, m∠E = 4x − 15, and m∠F = 2x + 10. Which statement is true?
14
300 sec
GEO-G.CO.C
Q.
In isosceles triangle ABC, AB = BC. Which statement will always be true?
15
300 sec
GEO-G.CO.C
Q.
In â–³PQR, PQ = 8, QR = 12, and RP = 13. Which statement about the angles of â–³PQR must be true?
16
300 sec
GEO-G.CO.C
Q.
In the diagram, CD bisects <C and AE bisects <A. Which statement must be true?
17
300 sec
GEO-G.CO.C
Q.
In △ABC, m∠A = 95˚, m∠B = 50˚, and m∠C = 35˚. Which expression correctly relates the lengths of the sides of this triangle?
18
300 sec
GEO-G.CO.C
Q.
Side PQ of â–³PQR is extended through Q to point T. Which statement is not always true?
19
300 sec
GEO-G.CO.C
Q.
In the diagram of ∆ABC, BD is drawn to AC. If m∠A = 35˚, m∠ABD = 25˚, and m∠C = 60˚, which type of triangle is ∆BCD?
20
300 sec
GEO-G.CO.C
Q.
In the diagram of isosceles ∆ABC, the measure of vertex angle B is 80°. If AC extends to point D, what is m∠BCD?
21
300 sec
GEO-G.CO.C
Q.
In ∆ABC, AB = 4, BC = 7, and AC = 10. Which statement is true?
22
300 sec
GEO-G.CO.C
Q.
If two sides of a triangle have lengths of 4 and 10, the third side could be
23
300 sec
GEO-G.CO.C
Q.
As shown, the medians of ∆ABC intersect at D. If the length of BE is 12, what is the length of BD?
24
300 sec
GEO-G.CO.C
Q.
In the diagram, m∠A = 60˚ and m∠ABT = 125˚. What is m∠ACR?
25
300 sec
GEO-G.CO.C
Q.
For which measures of the sides of ABC is angle B the largest angle of the triangle?
26
300 sec
GEO-G.CO.C
Q.
As shown in the diagram below, CD is a median of ABC. Which statement is always true?
27
300 sec
GEO-G.CO.C
Q.
In the diagram, BE ⊥ AD and m∠EBD = m∠CBD. If m∠ABE = 52˚, what is m∠D?
28
300 sec
GEO-G.CO.C
Q.
In a given triangle, the point of intersection of the three medians is the same as the point of intersection of the three altitudes. Which classification of the triangle is correct?
29
300 sec
GEO-G.CO.C
Q.
In FGH, m∠F = 42˚ and an exterior angle at vertex H has a measure of 104˚. What is m∠G?
30
300 sec
GEO-G.CO.C
Q.
The angles of triangle ABC are in the ratio of 8:3:4. What is the measure of the smallest angle?
31
300 sec
GEO-G.CO.C
Q.
In RST, m∠R = 58˚ and m∠S = 73˚. Which inequality is true?
32
300 sec
GEO-G.CO.C
Q.
In the diagram, P is the centroid of ABC. If PM = 2x + 5 and BP = 7x + 4, what is the length of PM?
33
300 sec
GEO-G.CO.C
Q.
In ABC, AB = 5 and BC = 3. Which inequality represents all possible values for the length of AC?
34
300 sec
GEO-G.CO.C
Q.
In scalene triangle ABC, m∠B = 45˚ and m∠C = 55˚. What is the order of the sides in length, from longest to shortest?
35
300 sec
GEO-G.CO.C
Q.
In the diagram below of △ABC, side BC is extended to point D, m∠A = x, m∠B = 2x + 15, and m∠ACD = 5x + 5. What is m∠B?
36
300 sec
Q.
In △ABC, m∠A = x, m∠B = 2x + 2, and m∠C = 3x + 4. What is the value of x?
37
300 sec
Q.
In â–³ABC, AB = BC. An altitude is drawn from B to AC and intersects AC at D. Which statement is not always true?
38
300 sec
GEO-G.CO.C
Q.
In ∆FGH, m∠F = m∠H, GF = x + 40, HF = 3x - 20, and GH = 2x + 20. The length of GH is
39
300 sec
GEO-G.CO.C
Q.
In CAT, m∠C = 65˚, m∠A = 40˚, and B is a point on side CA, such that TB ⊥ CA . Which line segment is shortest?
40
300 sec
GEO-G.CO.C
Q.
In ABC, an exterior angle at C measures 50°. If m∠A = 30˚, which inequality must be true
41
300 sec
GEO-G.CO.C
Q.
In ABC, m∠A = m∠B and ∠C is an obtuse angle. Which statement is true?
42
300 sec
GEO-G.CO.C
Q.
In the diagram of ∆ABC, medians AD and BE intersect at point F. If AF = 6, what is the length of FD?
43
300 sec
GEO-G.CO.C
Q.
In the diagram of ∆ABC, AB is extended to point D. If m∠A = x + 40, m∠C = 3x + 10, and m∠CBD = 6x, what is m∠A?
44
300 sec
GEO-G.CO.C
Q.
In the diagram of ∆JEA, m∠JEA = 90˚, m∠EAJ = 48˚, and m∠EMS = 59˚. What is m∠JSM?
45
300 sec
GEO-G.CO.C
Q.
What is the longest side of ABD?
46
300 sec
GEO-G.CO.C
Q.
In ∆ABC , P is the centroid and BF = 18. What is the length of BP?
47
300 sec
GEO-G.CO.C
Q.
In the diagram below of ABC, AB = AC, m∠A = 3x, and m∠B = x + 20. What is the value of x?
48
300 sec
GEO-G.CO.C
Q.
In the diagram of â–³BCD, side DB is extended to point A. Which statement must always be true?
49
300 sec
GEO-G.CO.C
Q.
In â–³ABC, AB = 7, BC = 8, and AC = 9. Which list has the angles of â–³ABC in order from smallest to largest?
50
300 sec
GEO-G.CO.C
Q.
In the diagram of â–³ABC, medians AD, BE, and CF intersect at G. If CF = 24, what is the length of FG?
51
300 sec
GEO-G.CO.C
Q.
Which set of numbers represents the lengths of the sides of a triangle?
52
300 sec
GEO-G.CO.C
Q.
In the diagram of isosceles triangle ABC, AB = CB and angle bisectors AD , BF, and CE are drawn and intersect at X. If m∠BAC = 50°, what is m∠AXC?
53
300 sec
GEO-G.CO.C
Q.
In ∆MNO, ∠M and ∠O are bisected by MS and OR, respectively, and m∠N = 40°. If m∠TMR = 28°, the measure of angle OTS is
54
300 sec
GEO-G.CO.C
Q.
Given ∆ABC with m∠B = 62° and side AC extended to D. Which value of x makes AB = CB?
55
300 sec
GEO-G.CO.C
Q.
In the diagram, what is m∠BAC?
56
300 sec
GEO-G.CO.C
Q.
As shown in the diagram below, ABC || EFG and BF = EF. If m∠CBF = 42.5°, then m∠EBF is
57
300 sec
GEO-G.CO.C
Q.
In the diagram, AB || DEF , m∠B = 43°, and m∠CEF = 152°. Which statement is true?
58
300 sec
GEO-G.CO.C
Q.
In triangle SRK, medians SC, KE, and RL intersect at M. Which statement must always be true?
59
300 sec
GEO-G.CO.C
Q.
In the diagram, which equation is always true?
60
300 sec
GEO-G.CO.C
Q.
In the diagram of quadrilateral NAVY, which segment has the shortest length?
61
300 sec
GEO-G.CO.C
Q.
If the altitudes of a triangle meet at one of the triangle's vertices, then the triangle is
62
300 sec
GEO-G.CO.C
Q.
In the diagram below of ∆ACD, DB is a median to AC, and AB = DB. If m∠DAB = 32°, what is m∠BDC?
63
300 sec
GEO-G.CO.C
Q.
In the diagram below, FAD || EHC. If m∠FAB = 48° and m∠ECB = 18°, what is m∠ABC?
64
300 sec
GEO-G.CO.C
Q.
In ∆XYZ, medians XE, YF, and ZD intersect at C. If CE = 5, YF = 21, and XZ = 15, the perimeter of triangle CFX is
65
300 sec
GEO-G.CO.C
Q.
In the diagram below, l || m and QR ⊥ ST at R. If m∠1 = 63, what is m∠2?
