Geometry Questions

Question 2 Points 2 Which of the following lines is parallel to the given line 8 7 5 4 3 2 1 9 8 7 6 5 4 3 2 1 1 2 3 4 5 6 7 8 9 O y 10x 2 66459 3 4 5 6 7 8 9 O y 4 5x 9 Oy 4 5x 10 y 10x 45 O y 10x 9

Question 6 Find the distance between A and B 6 4 2 Points 2 20 Y 18 16 14 12 10 8 6 4 2 0 4 5 O 5 units O 6 units O 7 units 8 units 2 A 4 4 6 8 B 10 12 14 16 18 20 X

Question 5 Points 3 Which ordered pair indicates the location of Linda s house TY 10 School Linda house O 10 6 O 6 10 O 10 6 O 5 5 10 Mall Beach 10 5 0 5 4

Question 10 Points 2 Write the equation of a line that is perpendicular to y 4 5 x 2 and has a y intercept of 1 O y 5 4 x 1 O y 5 4 x 1 O y 4 5x 1 O y 4 5x 1

hts 2 Write an equation of a line that is perpendicular to 4x 2y 3 and passes through the point 2 1 O y 2x 2 O y 2x 2 O y x 2 O y 2x 4

Question 10 What is the shape of the polygon obtained when the square circle asterisk and heart are joined 94 8 74 6 5 4 3 2 1 Y Points 3 2 O Triangle 3 O Quadrilateral 4 5 6 7 8 9

Find the equation of the line passing through 3 0 and perpendicular to the line y 7x 3 O y 1 7 x 3 O y 1 7 x 3 O y 7 x 3 O y 1 7 x 3

Points 2 Find the equation of the line that is perpendicular to y 5 x 1 and passes through 10 2 91 186 8 B 7 6 99 5 2 2 3 4 5 6 7 8 9 9 8 7 6 5 4 3 214 123456789 2 3 4 5 6 7 8 9 O X 2 5y 2 O x 5y 20 O x 5y 0 y 5x 5 X 1

Find the equation of a line parallel to 2x 3y 9 that passes through the point 1 3 O 2x 3y 11 O 2x 3y 11 O 3x 2y 11 3x 2y 11

Points 1 Find the equation of a line perpendicular to y 15 x 1 and has a y intercept of 1 O y 5x 6 O 6y 5x 6 O 6y 5x 6 O y 5x 6

Write an equation of a line that is parallel to y 2x 1 and passes through the point 4 6 O y 2x 2 Oy 2x 2 Oy 2x 4 Oy 2x 4

Write an equation of a line that is parallel to y 8x 4 and passes through the point 6 2 O y 8x 46 O y 8x 46 O x 8y 46 O y 13x 55

What polygon can be formed by using the points A 1 1 B 10 1 and C 5 5 Find the distance between A and B O Triangle 9 units Rectangle 10 units O Square 9 units O Triangle 10 units

What is the length of AD in rectangle ABCD S 2 O 4 units O 3 units O 5 units A 2 5 B

is a plane in which the horizontal number line and the vertical number line intersect at zero Vertical plane O Coordinate plane Polar plane Horizontal plane R Q

The table below shows the distribution of FTC complaints categorized by payment method and the dollar value of all transactions made under each method Method of payment Bank Account Debit Cash Advance B 0 16 C 0 30 Check Credit Cards Internet Money Order Prepaid Cards Telephone Bill Wire Transfer Total Number of complaints Total value of transactions 85 433 040 168 972 138 88 603 695 96 440 695 9 651 081 38 527 17 332 12 917 46 736 5 734 8 707 119 100 1 028 106 472 356 553 55 898 113 80 860 327 870 511 500 705 082 1 087 434 682 If an FTC complaint is chosen at random which of the following is closest to the probability that the complaint is related to the payment method whose transactions accounted for the highest dollar value A 0 05

puting problems involving what is the difference between an approximate answer and an exact am BiU Font Family AA A FE 0

11 Find the circumference of the circle The units are in feet use 3 14 as pi and round your answer to two decimal places feet

5 Find the circumference of the circle whose diameter is 14 meters Exact Answer C TM Approximate Answer Round to 2 decimal places C m

12 If the circumference of the following circle is 10 II inches find the perimeter of the square inches

1 www analyzemath com 2 If the lenght of S2 is 80 feet find the radius of the circle Radius S2 feet Exact Answer C 3 Find the Circumference of the circle aft Approximate Answer Round to 1 doni

6 Explain the mathematical process that you would go through to determine the diameter of Phillip e tire A What formula did you use 8 How did you solve to formula to arrive at the answer i U Font Family AAAF E V

5 For the function fill in the table of information and then graph two cycles of the transformed function using transformations of the parent function Choose an appropriate scale Amplitude Phase shift Max y cos x 7 1 Period Vertical shift Min

ger brother has challenged you to a swimming race to see who can swim to the opposite side of the pool first You know that your brother swims slower than you so to make things even you choose to swim along a path at a 40 degree angle from the path that would go directly across the pool as shown in the diagram The pool is 60 ft wide 8 points B your path 40 brother s path 60 ft C 1 How long is the linear path you chose to follow 2 If your brother swims directly across the pool how far apart will you be when you both get to the other side

Find the area of a sector of a circle if the radius is 4 mm and the central angle is 30 Use 3 14 O 4 18 mm O 5 mm O 3 mm O 8 mm

Find the area of a sector of a circle whose radius is 3 4 cm and whose central angle is 344 degrees 344 O 3 47 sq cm O 34 sq cm 34 7 sq cm

A cake is 38 cm in diameter The cake is divided into 10 equal slices Find the arc length of each slice of cake Use 3 14 O 22 cm O 15 cm O 12 8 cm nts 3 O 11 9 cm

Question 6 Points 2 Find the area of a sector of a circle if the radius is 25 mm and the central angle is 300 Use 3 14 1635 42 mm O 1423 69 mm O 1267 45 mm O 1127 45 mm

Find the area of a sector whose radius is 5 inches and whose central angle is 28 Use 3 14 O4 square inches O 6 10 square inches 3 square inches O 11 square inches

Problem 4 20 Points Use one of the golden triangles to prove that cos 36 is the golden ratio where o

Find the area of a sector of a circle whose radius is 7 cm and whose central angle is 45 degrees Use pi 3 14 O 19 2 cm O 18 cm O 15 2 cm O 5 5 cm

Question 8 Points 2 Find the area of a sector of a circle whose radius is 17 cm and whose central angle is 170 degrees O 428 7 cm O 338 7 cm 504 5 cm O 338 9 cm

Find the area of a sector of a circle whose diameter is 10 cm and whose central angle is 90 degrees O 19 cm O 7 86 cm O 7 07 cm O 19 6 cm

Question 2 Points 1 Find the area of a sector whose radius is 4 1 cm and whose centra angle is 34 Use 3 14 O 12 6 square cm 5 9 square cm 4 98 square cm O 2 square cm

Question 3 Points 2 Find the area of a sector of a circle given the radius is 19 in and whose central angle is 60 O 189 10 in O 945 09 in 840 06 in O 756 07 in

Question 2 Points 3 Find the equation of the circle that passes through the points 1 0 0 1 and 0 1 O x y 2x 1 O x y 2x 2y 1 O x y 2y 1 O x y 1

Question 3 Points 1 Find the equation of a circle whose center is at 2 3 and radius is 3 units O x 2 y 3 9 O x 2 y 3 9 O x 2 y 3 9 O x 2 y 3 9

Question 10 Points 1 Write the standard equation of a circle with center 5 2 and radius 7 units O x 5 y 2 49 O x 2 y 5 49 O x 5 y 2 49 O x 25 2 y 5 49

Questio Find the equation of the circle that passes through the points 3 0 0 3 and 0 3 O x y 2y 9 O x y 9 O x y 9 O x y 2x 9

Question 7 Points 2 Find the equation of the circle with center 7 2 and radius 4 O x 7 y 4 2 O x 2 y 7 16 x 2 y 7 4 O x 7 y 2 16

Question 8 Find the equation of a circle whose center is at 1 2 and radius is 2 units Points 2 O x y 4x 2y 3 0 O x y 2x 4y 2 0 O x y 2x 4y 3 0 O x y 4x 2y 2 0

Question 4 Points 2 Find the equation of the circle with center 1 2 and passing through the point 4 1 O x 1 y 2 18 O x 1 y 2 18 O x 1 y 2 18 O x 1 y 2 18

Question 6 Find the equation of a circle whose center is at 1 2 and passes through the point 4 1 O x y 4x 2y 13 0 O x y 2x 4y 13 0 O x y 2x 4y 23 0 x y 4x 2y 23 0

Question 1 Points 2 Find the equation of a circle whose center is 4 11 and radius is 5 units x y 8x 22y 132 0 x y 8x 22y 132 0 O x y 8x 22y 135 0 O x y 8x 22y 135 0

Establish the identity cot B cot a cot 1 cot cot a

Given A CBA DAB CAB DBA are Right Angles Prove BC AD B D 2 Complete the Two Column Proof Statement 1 CBA DAB 2 CAB DBA are Right Angles 3 CAB DBA 5 AABC ABAD 6 BC AD Reason 1 2 3 All Right Angl are 4 Reflexive Pro 5 6

D Given C is the Midpoint of DB and AE Prove DE AB B E 10 HINT Prove that AACB AECDfirst that the corresponding parts are congrue BU Font Family S AA

N B the Midpoint of LO PO 8 IN AOPN Paragraph to establish the Proof P All changes save 5 We know that N is the Midpoint of LO and LM PO because the information is 6 Therefore we can establish that LN ON because of the 7 We can also establish that MP because of they are 8 We can also establish that LO because of they are also 9 Using all of this information together we can prove that ALMN AOPN by

1 Which angle is congruent with angle D D E A Angle A B C

f x log14 2x 3 log14 2x 3 rewrite using change of base formula