Geometry Questions
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Geometry
2D GeometryThe series 20 24 28 8 34 56 is The series divergent convergent can not be determined The sum

Geometry
AreaFind a10 of a geometric sequence if the first few terms of the sequence are given by 2 4 8 16 Select one a 1024 Ob 1024 OC 1460 O d 518


Geometry
AreaIf the given sequence is a geometric sequence find the common ratio 64 32 16 8 4 2 Select one O a 2 b 2 O c 1 2 O d 4


Geometry
2D GeometryFind the sum of the first seven terms of the geometric sequence 2 10 50 Select one a 44 002 b 211 O c 31 234 Od 39 062


Geometry
Coordinate systemA sum of a geometric series is given for n number of terms Find the value of n 1111 1 10 1 10 Select one a 4 b 121 O c 3 O d 5 2


Geometry
Coordinate systemOA B 10 co 48 4 HB LA DIY 10 DNB 14 cy99 H K 34 10 C 8 9 THE INT 1999 2 1215 2 4 6 8 10 2 4 8 8 10 14 6 8 10 12 10 18 8 OC o 342 2 14 8

Geometry
Areaassity function graph as a linear function nonlinear function or relation non O A Linear function O B Nonlinear function C Relation

Geometry
2D GeometryGiven the function f x 150 2 Complete the following sentence An acidophilus culture containing bacteria after 12 hours bacteria in population every hour Predict the numbe

Geometry
2D GeometryThe graph below shows the function f x bx Which must be true about b TU 9 8 5 4 3 2 1 Select one a b 1 b b 1 c b 0 d 0 b 1 D 2N 7 N 65432 6 3 2 2 3 4 5


Geometry
Coordinate systemWhich equation is represented by the graph 10 10 10 5 Select one or more a y x b y 3 2 c y 5 d y 2 e y lo 5 10 10 5 10

Geometry
Coordinate systemChoose the graph of y ln x 1 Select one a b 10 10 5 5 10 5 0 5 10 10 5 0 5 10 10 5 5 10 10


Geometry
2D GeometryThe function f x demonstrate quadratic increase linear growth exponential decay exponential growth linear degression




Geometry
2D GeometryFind the values of the variables in the kite X Type an integer or a fraction 3x 5 Jo 4x 40 8y 50

Geometry
2D GeometryFind the measures of the numbered angles in the kite shown to the right m21 38 S 1 3 4

Geometry
Vectors3 For independent random creams produced in two different factories the amount of fat was measured and summary statistics are given below Assume that the fat content is normally distributed Factory Factory B n Y S 13 31 2 2 5 11 30 8 3 4 a It is suspected that the creams produced in factory A are higher than the fat content of creams produced in factory B a 0 05 Write Ho and Ha take the test and interpret 20 points b Calculate the significance level of the test 10 points

Geometry
Coordinate systemSolve for x logx log x 9 1 Select one or more a x 10 b x 1 c None of these d x 10



Geometry
2D GeometryLuke incorrectly graphed the function g x log x 1 1 transformations of the graph of f x log x First he stated using what transformations to perform Then he drew the graph 1 A shift left 1 unit 2 A vertical compression by a factor of 1 3 A shift down 1 unit 2 1 04 2 y 3 1 2 3 1 2 3 3 4 What mistakes did Luke make Describe the correct transformations to ge


Geometry
2D GeometrySolve the following equation and find the value of x for which the logarithm is defined logx 4x 3 2 Select one a 2 b 1 O c 3 d 4




Geometry
2D GeometryWhich group shows the values in the order from greatest to least Select one a log 10 In 10 log e In 1 b In 1 log 10 In 10 log e Oc log e In 10 log 10 In 1 Od In 10 log 10 log e In 1


Geometry
2D GeometryIf f x 1 then find the value of the function at x 0 Select one a undefined Ob 0 O c 10 d 1



Geometry
2D GeometryWhen applying the change of base theorem to find log 75 there are several methods for determining the value Choose all that apply Select one or more a log75 log5 b log15 C d log5 log75 In75

Geometry
2D GeometryUse Cramer s rule to compute the solutions of the systems x1 x2 3 3x1 2x3 0 x2 2x3 2

Geometry
2D GeometryTrue O False Question 8 The eight elements of reasoning are not just fundamental they are universal True 1 5 pt

Geometry
Solution of trianglesFind the value of x Round the length to the nearest tenth 22 16 m Not drawn to scale O 14 8 m 6m 6 5 m 42 7 m X

Geometry
3D GeometryA pyramid with three regularly side S ABC know m BSC 60 degree Through BC make a perpendicular line H with AS Height of the pyramid is 2root2 Find the slice of H with the pyramid

Geometry
3D GeometryAs shown in the diagram below the radius of a cone is 2 5 cm and its slant height is 6 5 cm 6 5 2 5 How many cubic centimeters are in the volume of the cone 1 12 5m 3 30 0m 2 13 5 4 37 5m No Work No Credit Please show

Geometry
3D GeometryTriangle ABC with vertices at A 0 0 B 3 5 and C 0 5 is graphed on the set of axes shown below 0 1 23 m Which figure is formed when ABC is rotated continuously about AC P FG 3

Geometry
Coordinate system13 A company makes a table for 15 and sells it for 19 What is the percentage of markup

Geometry
2D GeometryFind the value of x Round the length to the nearest tenth 10 yd 23 6 yd 5 1 yd 4 6 yd 11 yd Not drawn to scale 25 X

Geometry
Solution of trianglesGreen Township to the main road Expressway East so that drivers can travel between Green Township and Metro City in the shortest possible time The direct north south distance from Green Township to Expressway East is 35 miles and the total east west distance between Metro City and the point directly south of Green Township on Expressway East is 70 miles See diagram which is for illustrative purposes only and not to scale 35 70 Al The speed limit on the new road will be 35 mph and the speed limit on Expressway East is 60 mph a How far to the west of Metro City should the new road from Green Township connect to Expressway East to enable drivers to make the trip in the least amount of time If necessary round result to 1 decimal place miles b What is the total time that the trip from Township to Metro City will take If necessary round result to 1 decimal place

Geometry
Solution of trianglesWrite the ratios for sin A and cos A A 10 sin A Not drawn to scale sin A sin A 26 sin A 24 10 26 24 10 24 26 24 B cos A cos A cos A cos A 24 26 10 26 10 24 10 26

Geometry
Solution of trianglesA slide 4 1 meters long makes an angle of 350 with the ground To the nearest tenth of a meter how far above the ground is the top of the slide X 07 1 m 2 4 m 3 4 m O 5 0 m 4 1 m 35