Geometry Questions
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Geometry
Coordinate systemlete the information on the unit 63 tartos mont wan Th 33 k 511 G TE 77 le 16pts 27t 312 3 5 57t 44T 51 dongtag wens glad of wolad mergan 23 TE 0 1 311 0 1 ME SACEN T 5TE 72 7 TU This alt 11m 2 T 1 0 3 sjo aroddi arize

Geometry
Areaearning Activity 28 Jace Find the surface area of following 4 m 18 m 5 m 6 cm 2 cm 8 cm 4 cm 6 cm

Geometry
2D GeometryA circle of radius 12 units is divided into 8 congruent slices 1 What is the area of each slice 2 What is the arc length of each slice square units T units

Geometry
3D GeometryFind the volume of this object Use 3 for Volume of a Cylinder V r h 4 ft 9 ft 5 ft 5 ft 5 ft Volume of a Rectangular Prism V lwh V ft

Geometry
Area3 the area of each regular polygon Leave your answer in simplest form 2 10 8 8 3 13 12 4 10 6 8 3 11 16

Geometry
Heights & Distances1 A diver jumps from a cliff into the water below The path of the diver is given by the function f x t 4t 12 where f is the height of the diver above water level in metres after t seconds Hassan calculated the following average rates of change in the height of the diver over the following intervals 1 1 1 st 2 AROC 1m s ii 2 st 3 AROC 1m s iii 3 st 4 AROC 3m s Based on these values which of the following statements is FALSE about this situation a The AROC from 3 to 4 seconds is a smaller negative value therefore it implies that the diver is slowing down as it gets closer to the ground b The AROC from 1 to 2 sec is that same as the AROCI for 2 to 3 sec and since the first AROC is positive and the second is negative it implies that a maximum height was reached in the middle at 2 seconds c The diver was at first increasing in height and then decreasing to the AROCS changing from positive values to negative values

Geometry
2D Geometrypoint In a basketball drill two players start at the same spot on the court One player runs 6 feet down the court and the other player runs 4 5 feet across the court in a direction perpendicular to the first player What is the distance that one player must pass the ball for it to reach the other 6 5 feet 7 5 feet 4 feet 8 feet Da

Geometry
Solution of trianglesDetermine an equation for the sinusoidal function given 2 45 0 M 135 180 225 270 315 360 45 J 9 0

Geometry
AreaWhich of the following exponential functions grows at the slowest rate Select one O a y 2 O b y 0 5 O c y e O d y 5

Geometry
2D Geometry1 point Inverse tangent is used to find a missing angle measure when we are given the opposite side hypotenuse opposite side adjacent side adjacent side hypotenuse same side other side and the

Geometry
Heights & Distances4 What inverse trig function can be used to find the measure of angle A tan 1 Cos 1 12 none sin 1

Geometry
Solution of trianglesX 12 Solve for X Y 13 Y Round to the nearest tenth X 30 degrees Y 60 degrees X 67 4 degrees Y 22 6 degrees X 60 degrees Y 30 degrees X 22 6 degrees Y 67 4 degrees

Geometry
Coordinate systemA function is defined by f x 3x where x 0 Find f x Select one O a 3 x 1 O b O d 3x x 1

Geometry
2D GeometrySolve the following exponential equations 4 4x 16 Select one O a x 4 O b OC O d x 2 X 2 x 4

Geometry
2D GeometryFind the sum of the infinite Geometric Series 25 5 1 1 12 15 Round to the nearest hundredth if necessary M


Geometry
2D GeometrySolve the following exponential equation 9 2x 1 27 x 0 Select one O a 1 O b 1 O C 2 d 2


Geometry
2D GeometryChoose the graph of In x 1 Select one O a O b O C 10 10 10 20 10 0 10 20 10 0 10 20 10 0 10 10 10 20 20 20

Geometry
2D Geometryonvert the following to the exponential form 2 log 5 25 Select one O a 30 1 O b 52 25 O c 53 125 O d 35 243

Geometry
2D Geometryolve the following equation e 3x 9 elect one O a 0 459 O b 0 327 OC 0 237 O d 0 732

Geometry
Coordinate systemThe function f x 3 demonstrates Simplify the following log 2 x 8 log2x4 Select one O a log2x linear degression linear growth exponential decay quadratic increase exponential growth logarithmic growth

Geometry
2D Geometrymplify the following log 2 x log 2 x 4 elect one a log x b c d 4 log2x 8 log 2x 2log 2x

Geometry
2D Geometrythe following graph of a function modeling damped harmonic motion Find the equation for the function pictured in terms of y and 1 Assume that a factor of e provides the desired damping effect and that the graph has no vertical or horizontal shifts 4 2 2 Enable Zoom Pan t


Geometry
2D Geometryonvert the following to logarithm form 4 16 lect one a log 42 16 b log 2 16 4 O c log 4 16 2 O d log 16 4 2

Geometry
2D GeometryFind a 8 of a geometric sequence if the first few terms of the sequence are given by 1 3 9 27 Select one O a 2 187 O b 7 880 OC 1 934 O d 3 405

Geometry
2D GeometryWhat operation s would you perform on the longer leg across from the 60 degree angle of a 30 60 90 triangle to get the length of the hypotenuse Divide by 2 multiply by 2 Multiply by 2 Divide by 3 multiply by 2 Divide by 2

Geometry
2D Geometry1 point The sine of 72 degrees is 0 95 What s the cosine of 18 degrees 1 0 95 0 8 0 05


Geometry
2D GeometryStep 1 of 2 Identify the shape of the more basic function that has been shifted reflected stretched or compressed Answer 3 Points MM MM Keyboard X

Geometry
AreaDetermine in which of the four quadrants angle is located given Answer 5 Points csc 0 0 and cos 0 0

Geometry
Solution of trianglesNote I means perpendicular A Given AC LBD and C is the midpoint of BD Prove A ABC ADC B C right angles 3 4 Statements AC LBD C is the midpoint of BD ZBCA and LDCA are D AC AC A ABC A ADC Reasons 1 2 Definition of perpendicular All right angles are Definition of Bisect 5 6 Which choice belongs in space number 3 LABC LADC A BCAA DCA OZBCARGA

Geometry
Coordinate systemWhat is the volume of the square pyramid cm Round to the nearest tenth as needed C

Geometry
2D Geometry17 1 point B 1 Which construction is shown Rhombus Copy an Angle Perpendicular Bisector Perpendicular Through a Point C

Geometry
2D GeometryWhich of the following can only be used after you prove triangles are congruent Alternate Interior Angles CPCTC Substitution Reflexive

Geometry
2D Geometry1 point Which of the following can be used in this picture with no additional information needed Vertical Angles CPCTC Substitution Alternate Interior Angles

Geometry
Solution of triangles6 1 point A B C E Which angle is congruent to angle B Angle E Angle D Angle F Angle C


Geometry
2D Geometry6 1 point Given DF ER DH EG and DF ER Prove H is the midpoint of FG Statements DF EH DH EG 1 LDFHLEHG and LDHF LEGH ADFHAEHG Reasons Given Given 2 3 FH HG 4 H is the midpoint of FG 5 Which statement belongs in space number 3 AAS The triangles are not congruent HL ASA

Geometry
2D Geometry8 1 point Which construction could this be Inscribed Equilateral Triangle Inscribed Star Inscribed Octagon Inscribed Square


Geometry
Area13 Given the formula A r find the area A of a circle whose radius is 0 00000607 in O3 32929 x 10 in 9 70 O 3 721 x 10 in 9 3 51649 x 10 9 in 3 68449 x 10 1 in

Geometry
Solution of trianglesWhich of the following types of angles are congruent Corresponding Complementary Supplementary Linear Pair

Geometry
Solution of trianglesWhich of the following can be used when two triangles share an angle Substitution Reflexive Alternate Interior Angles Vertical Angles

Geometry
2D Geometry18 1 point B This is the first step in which construction Inscribed Octagon Inscribed Triangle Inscribed Hexagon Inscribed Square

Geometry
2D Geometry13 1 point M P Statements MObisects PN and ZP ZN PO ON N Given Prove MP NO Reasons 1 MObisects PN and P ZN 2 Vertical Angles 4 5 3 A MOP A QON MP NO Which choice belongs in space number 3 ZMPOZNQO LOMP LONQ PMO ONIO

Geometry
2D Geometry1 point Which of the following can be used when two triangles share a side Reflexive Vertical Angles Alternate Interior Angles Substitution

Geometry
3D GeometryEach hemisphere of a beach ball has a volume of 281 250 cm What is the radius of the ball in cm 152

Geometry
2D GeometryO B C 1 4 1 3 B C D A D The distance from B to B is 6 and the distance from A to B is 2 What is the scale factor 3 4