Test
Geometry Honors 2014
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Preguntas del test (36)
1C is the midpoint of AB. D is the midpoint of AC. E is the midpoint of AD. F is the midpoint of ED. G is the midpoint of EF. H is the midpoint of DB. The line measures 64 units. Find the distance between G and H.
- A24
- B43
- C30
- D20
22(3x-4)=6x-8
- Ax=1
- Bx=12
- Cinfinite solutions
- Dno solutions
38(2x-3)=4(4x-8)
- Ax=9
- Bx=3
- Cinfinite solutions
- Dno solutions
4(-j-9)+(4j+15)=2j-5j
- A-1
- B-2/3
- C3
5-5(y-2)=-3y-18. Find y.
- A-14
- B14
- C-4
6(Practice Construction Question). Create line XY. Construct the perpendicular bisector
- A--
- B- -
7What are the three undefined terms in geometry?
- APoint
- BLine
- CSpace
- DPlane
8Deductive thinking is based on fact.
- AVerdadero
- BFalso
9Name the line and plane shown in the diagram.
- ARS and plane RSU
- BRS and plane UR
- CLine R and plane RSU
- DSR and plane UT
10D is a point on CE. CE=20cm. CD=5x-2. DE=3x+6. Find X and DE.
- AX=3, DE=15
- BX=2, DE=12
- CX=3, DE=45
11What are the names of four coplanar points?
- APoints P, M, F, and C.
- BPoints F, D, P, and N.
- CPoints P, M, N, and C.
- DPoints P, M, D, and C.
12What is the sum of the first 40 positive even numbers?
- A39*40
- B40*41
- C41*42
- D40*40
13Find the angle that is 20* less than 3 times its supplement.
- A50*
- B130*
- C40*
14The supplement of an angle is six degrees more than four times the complement of the angle. Find the angle, supplement, and complement.
- AAngle: 62, Complement: 20, Supplement: 118.
- BAngle: 62, Complement: 28, Supplement: 118
15What are the measures of the indicated angles 18 and 19? (The measures included, if the image is blurry, are 70* and 25*).
- ANot enough included data.
- B18= 80*; 19= 80*
- C18= 55*; 19= 25*
- D18= 80*; 19= 55*
16It is possible to have a triangle such that the sum of the measures of the small and medium sides is equal to the measure of the large side.
- AVerdadero
- BFalso
17Three angles are in the ratio 1:3:4. The sum of the angle is 120*. Find all three angles.
- A20:30:70
- B15:45:60
- C10:50:60
18Simplify 18√24 / 24√3
- A36√3 / 24√3
- B36√6 / 24√3
- C108√2 / 72
- D36√18 / 72
- E324 √ 2 / 72
19Simply √ 8n^3 / 81 (The square root applies to both numerator and denominator)
- A2√ 2n^3 / 9
- B8n^3 / 9
- C2n√ 2n / 9
20In triangle ABC, AB=8, AC=16, and the measure of angle B is 71*. Find the measure of angle C.
- A28*
- B47*
- C94*
21A person standing 30 feet from a flagpole can see the top of the pole at a 35* angle of elevation. The person's eye level is 5 feet from the ground- what is the height of the flagpole to the nearest foot?
- A30 feet
- B21 feet
- C26 feet
- D27 feet
- E40 feet
22Cosine ____ = 1/4
- A75.52*
- B14.04*
- C52.76*
- D14.48*
23A slide 4.1 meters long makes an angle of 35* with the ground. To the nearest tenth of a meter, how far above the ground is the top of the slide?
- A7.1 m
- B3.4 m
- C5.0 m
- D2.4 m
24From a window in a building, the angle of depression to the base of a building on the other side of the street is 35*. If the street is 115 ft wide, find the height of the window above street level to the nearest foot.
- A164 ft
- B81 ft
25A large totem pole near Kalama, Washington is 178 ft tall. On a particular day at noon it casts a 213 ft shadow. what is the sun's angle of elevation at that time?
- A50.1*
- B56.7*
- C39.9*
- D33.3*
26A lookout spots a fire from a 32 meter tower. The angle of depression from the tower to the fire is 20 degrees. The the nearest meter, how far is the fire from the base of the tower?
- A12 m
- B94 m
27Find the measure of the acute angle the line y= 3/8x-4 makes with a horizontal line, to the nearest tenth.
- A9.3*
- B20.6*
- C64*
28If x/y is 5/8, then 2/2y=5/4
- AVerdadero
- BFalso
29If x/y=5/8, then x+y/x=13/8
- AVerdadero
- BFalso
30Exactly three angles of a pentagon are congruent. The other angles are complementary. What are the measures of the congruent angles?
- A45*
- B180*
- C150*
31A nonregular hexagon has five exterior angle measures of 55,60,69,57, and 57. What is the measure of the interior angle adjacent to the sixth exterior angle?
- A128
- B118
- C62
- D108
32In trapezoid ABCD, AB and CD are parallel sides. The measure of B is 113* and the measure of D is 36*. What are the measures of A and B?
- Aa=144 and b=67
- Ba=144 and b=36
- Ca=113 and b=67
- Da=113 and b=36
33In a trapezoid, the upper base measures x+12, the lower base measures 7x-2, and the midsegment is 5x. What is x?
- A-2/3
- B5
- C-2
34Find the area of the parallelogram with vertices P(1,3); Q(3,3); R(7,8); S(9,8).
- A10 units^2
- B5 units^2
- C20 units^2
- DNone of these
35Find the area of an equilateral triangle with radius 2√3 m.
- A3√3 m^2
- B9√3 m^2
- C4.5√3 m^2
- D6√3 m^2
36A park in a subdivision is triangular-shaped. Two adjacent sides of the park are 581 feet and 540 feet. The angle between the sides is 83*. To the nearest unit, find the area of the park in square yards.
- A51,900 yd^2
- B34,600 yd^2
- C17,300 yd^2
- D38,925 yd^2
Información
- Descripción
- Test sobre Geometry Honors 2014, creado por Amanda Valentine el 24/11/2014.
- Autor
- Amanda Valentine
- Idioma
- English
- Visitas
- 9
- Valoración
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