Coordinate system Questions and Answers
Geometry
Coordinate system10 h 10 27 What is the height of the triangle 10 Use the button to input your answer AA 28 Find the area of the triangle
Geometry
Coordinate systemQuestion 36 Points 2 Find the area of the polygon with the coordinates 1 2 3 2 3 0 and 1 0 O2 sq units 8 sq units O4 sq units O 16 sq units
Geometry
Coordinate systemQuestion 28 Points 2 Which of the following lines is perpendicular to the line passing through the points 3 4 and 5 6 O y x 7 O y x 4 O y 4x 9 O y 4x 11
Geometry
Coordinate systemQuestion 30 Points 1 Find the equation perpendicular to the line passing through the points 4 0 and 0 4 and passing through the point 0 8 O y 8 x O y 2 x Oy 4 x O y 8 x
Geometry
Coordinate systemx 5 3 These two angles are 6x 30 4 Set up an equation to solve these equation Use button to input the equation Input your answer WITHOUT spaces 5 Solve for x X So to solve for x we must set these two expressions equal to each other and then use algebra to solve for
Geometry
Coordinate systemSiven A CBA DAB CAB DBA are Right Angles Prove BC AD B D 19 Complete the Two Column Proof Statement Reason 1 CBA DAB 1 2 CAB DBA are Right Angles 12 3 CABDBA 4 5 AABC ABAD 6 BC AD 13 All Right Ang 14 Reflexive Pr 15 16
Geometry
Coordinate systemQuestion 17 Points 1 The angles formed in the same segment of a circle are O congruent O unequal O straight angle Oright angle
Geometry
Coordinate system8 If two things are equal and one of those things is also equal to another item then the other things is also equal to the item 9 Give an algebraic example of this propert Transitive Property BU Font Family Y A Reflexive Property
Geometry
Coordinate systemFind the distance between the following points 2 4 3 2 1 Make a list of the coordinates y and x2 Y2 31 2 y 4 3 2
Geometry
Coordinate systemQuestion 10 Find the enlargement ratio of the circle C with center 3 1 of radius 2 units and circle C with center 5 4 of radius 3 units when C is transformed to C 213 0 1 312 Points 1 5
Geometry
Coordinate system4 Find the surface area of the following solid Do not include the bottom of the half cylinder The units are in meters A SA 15 m
Geometry
Coordinate system5 Find the volume of the cylinder whose diameter is 14 inches and height is 4 inches V in 3
Geometry
Coordinate systemW 8 7 6 5 4 3 2 1 X The slope of ZY is N 4 3 2 1 0 1 2 3 4 5 6 7 8 9 10 Analyze the algebraic properties of this quadrilateral The slope of WX is Select The slope of WZ is Select Select The slope of XY is Select The length of WX is Select The length of WZ is Select The length of ZY is Select O O Y X
Geometry
Coordinate systemE H y 4 3 21 2 1 4 3 2 10 1 2 3 4 5 6 1 2 32 4 3 5 G The slope of HG is Analyze the algebraic properties of this quadrilateral The slope of HE is Select Select The slope of GF is Select The slope of EF is Select The length of HE is Select The length of HG is Select F The length of GF is Select Soloct X C
Geometry
Coordinate systemAiden claims that the diagonals of an isosceles trapezoid are always congruent but he provides no evidence to back up his claim Using evidence and geometric postulates prove that the diagonals of a trapezoid are congruent C B A D Given Isosceles Trapezoid ABCD Prove AC BD Statement ABCD is an Isosceles Trapezoid AB DC ZBAD LCDA AD AD ABADA CDA TO D Select Select Select Select Select Select Reason O
Geometry
Coordinate systemDetermine the equation in standard form of the hyperbola that satisfies the given conditions 4 Foci at 1 8 1 2 Slope of one asymptote is 3
Geometry
Coordinate systemPoints A B and C are graphed Find the coordinates of the circumcenter and the radius of the circumscribed circle for AABC yf 12 10 8 6 4 2 B A 2 4 6 8 C 10 12 radius X
Geometry
Coordinate systemIn AAB AD BF CE are the medians Which triangles have the same area Select all that apply B E ABGD and ACGD ACGF and AAGF DAAGE and ABGE AAGE and ABGC AEGB and AAGC AAFB and ACFB OAADB and AAGC AREC and AFC G A D F C
Geometry
Coordinate systemWhich equation correctly represents the circle below O 1 y 2 25 O 2 1 5 O x 2 y 1 25 O 1 y 2 5
Geometry
Coordinate system8 Find x y and z X 30 6 y y x 2 x Z 8 Use the button to input your answer witho
Geometry
Coordinate systemr C If this circle has a radius of 7 8 and mZc 139 calculate the length of the intercep arc Round answers to two decimal places Use the button on your calculator
Geometry
Coordinate systeman and Regression Quiz Describe the explained variation about a regression line in words and in symbols x 81 x y y y Question 4 of 16 This question 1 point s poss Choose the correct answer below OA The explained variation is the sum of the squares of the differences between the y values of each ordered pair and the mean of the y values of the ordered pairs OB The explained variation is the sum of the squares of the differences between the observed y values and the predicted y values OC The explained variation is the sum of the squares of the differences between the predicted y values and the mean of the y values of the ordered pairs The explained variation in symbols can be described by the expression 2 Yi Yi y x
Geometry
Coordinate system17 mi 60 B 25 mi 36 C A b Assuming red team knows the bearings and distances from checkpoint A and checkpoint C to checkpoint B they can calculate the distance b between checkpoint A and checkpoint C using the Law of Sines First they need to calculate the angle B in degrees using the Triangle Sum Theorem then they will set up ratios using angle B and distance b and one of the other two sides Finally the team will need to solve it algebraically Calculate the distance b and round it to one decimal place
Geometry
Coordinate systemGiven right triangles where a b are the legs and c is the hypotenuse Determine the type of right triangle in which you would use the following formula A c a b B c 2a C c a 6 D c a 2 E c a 6 Pythagorean theorem 30 60 90 Triangle theorem Obtuse Triangle relationship 45 45 90 Triangle theorem Choose Choose Choose Choose
Geometry
Coordinate systemSome answers may be used more than once a A b B a b a C b a D ad b A B d b d E 2 20 b C C D C d bc Choose Choose Ratio C None of the above Reciprocal property
Geometry
Coordinate systemRotations are based on circle 360 start to finish Look at the figures and try to match them to the degrees they are rotated either clockwise or counterclockwise to map each one onto itself A D UNIT B E C NATIONWIDEHUSCAPS
Geometry
Coordinate systema Kaitlin proved a certain statement about polynomial functions The statement is best described as a n Choose One b Donna is trying to prove a statement about all prime numbers that she believes is true No proof of the statement exists The statement is best described as a n Choose One c Alonzo wrote a proof that included a certain statement The statement is not a definition but is accepted as true without any proof The statement is best described as a n Choose One d In his textbook Ahmad found a proof of a certain statement about right triangles The statement is best described as a n Choose One e Deandre wrote a proof that included the following statement The statement formally describes what a right triangle is A right triangle is a triangle with one right angle The statement is best described as a n Choose One V
Geometry
Coordinate systemFind the value of each variable Simplify your answers as much as possible If necessary you may learn what the markings on a figure indicate 0 y 0 X 6 8 08 X 8
Geometry
Coordinate systemFor the equation x xy y 5 0 answer the following questions a Rewrite the equation in a rotated x y system without an x y term Use the appropriate rotation formulas b Express the equation involving x and y in the standard form of a conic section c Use the rotated system to graph the equation a The equation in a rotated x y system is
Geometry
Coordinate systemIn the figure below points A E F and C lie in plane X Points B and D do not lie in plane X For each part below fill in the blanks to write a true statement A E F B D X a B and are distinct points that are collinear b FC and c E and are distinct points that are coplanar d Another name for plane X is plane are distinct lines that intersect St
Geometry
Coordinate systemFind the amplitude period and phase shift of the function defined by each of the following equations and sketch the graph of one complete period T 3 1 y 2 cos x 3 2 y sin 3x 1 10 10
Geometry
Coordinate systemomplete the table below Note that t is an angle measured in radians sint cos t n sin 2 t cos t 1 Smallest positive value of t 4 2 V 2 Sine
Geometry
Coordinate system7 Find the area of the shaded region Round to two decimal places The units are in inches A 8 10 in
Geometry
Coordinate systemAll changes saved 8 A company produces card board boxes with the top bottom and sides measuring 3 feet It cost the company 4 cents a square foot to make each box The square footage is determined by finding the area of all six sides of the box Find the cost to make 200 boxes
Geometry
Coordinate systemX 5 8 Use the Pythagorean Theorem to set up an equation to solve for the missing side x 5 9 Solve for x x x Use the button to input your answer
Geometry
Coordinate system1 What would be the best description of the triangle Answer x 3 Solve for x Scalene Obtuse Equilateral Isosceles 2 Use the Pythagorean Theorem to set up an equation to solve forx Equiangular Acute
Geometry
Coordinate systemWhat is the future value of an investment of 2300 compounded continuously at 2 for 3 years
Geometry
Coordinate systemGraph the solution set of the system of inequalities 2x 4y 16 2x 4y 8 4x y 7 x20 y20 Use the graphing tool on the right to graph the system Click to enlarge graph 10 B B 4 101 2 8 6 2 2 4 6 8 P
Geometry
Coordinate system7 A regular polyhedron has 12 edges and 6 vertices a Use Euler s equation to find the number of faces b Use the result from part a to name the regular polyhedron
Geometry
Coordinate system4 For a regular tetrahedron find the number of faces vertices and edges in the polyhedron Then verify Euler s equation for that polyhedron
Geometry
Coordinate system1 point Perform the following operations on the vectors 2 2 2 3 2 5 and 4 5 2 6 6 u 12 v vw
Geometry
Coordinate systemFor the rhombus below find the measures of 21 22 23 and 24 3 2 57 m 2 1 m 22 m 43 m 24 D 0 0 0
Geometry
Coordinate systemFor each figure below determine by using the markings if there is a pair of congruent triangles If there is name the congruen justifying the congruence Note that the pairs of triangles are drawn as congruent but you should not rely on how they are drawn in determining your answers If necessary you may learn what the markings on a figure indicate a U W b Z AA L AV E K O Not Necessarily Congruent Congruent A UVWA by the Choose one O Not Necessarily Congruent O Congruent A ABC Aby the Choose one O Not Necessarily Congruent O Congruent A GHIA by the Choose one A
Geometry
Coordinate systemOrder the side lengths IJ JK and KI from least to greatest Note that the figure is not drawn to scale 41 K 85 X
Geometry
Coordinate systemIn Exercises 20 and 21 use Theorem 9 2 1 in which the lengths of apothem a altitude h and slant height of a regular pyramid are related by the equation 2 a h 20 In a regular square pyramid whose base edges measure 8 in the apothem of the base measures 4 in If the height of the pyramid is 8 in find the length of its slant height
Geometry
Coordinate systemExercises 1 3 5 7 9 7 Suppose that each of the bases of the hexagonal prism in Exercise 1 has an area of 12 cm and that each lateral face h