Clare created Figure A. Then she created Figure B by translating Triangle C and then translating Triangle D. Figure A Figure B C' D. C D' Select all the true statements. O A. Figure A is congruent to Figure B O D. Triangle D' is congruent to Triangle D OC. Triangle C is congruent to Triangle C'. O B. Figure B is a translation of Figure A.

Clare created Figure A. Then she created Figure B by translating Triangle C and then translating Triangle D. Figure A Figure B C' D. C D' Select all the true statements. O A. Figure A is congruent to Figure B O D. Triangle D' is congruent to Triangle D OC. Triangle C is congruent to Triangle C'. O B. Figure B is a translation of Figure A.

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

See similar textbooks

Related questions

Q: State if the triangles are similar. If so, how do you know they are similar and complete the…

Q: For each category on the next page, identify all those shapes on this page that have all the…

Q: Which of the following sets of lengths could form the sides of a triangle? Choose all that apply. O…

Q: are the triangle similar, if so write a similarity statement

Q: 10. Write the contrapositive of the statement. If an angle measures greater than 90°, then it is…

Q: O D 3. If AD CD, which statement can be made about BD? A D B AC is twice as long as BD BD is the…

A: topic - triangles

Q: 10. Name all pairs of congruent angles in the figure. 11. Complete. 12 a. AIKJ 15 9. b. - = 24 ? and…

A: 10- Given- To name- All pairs of the congruent angles in the figure.

Q: 10. Construct the angle bisectors for the angle below and label it. What conclusion can you make? *…

A: We need to construct an angle bisector.

Q: 4. The measure of each of the congruent angles of an isosceles triangle is 9 degrees less than 4…

A: We have to find all angle and others

Q: Evaluate mentally. Is there enough information to determine if the pairs of triangles are congruent?…

Q: Capture 2 for owk 532PNG dta Create e Share photos Add to JKLM ~ QRSP Angles K P Sides M R. 1:14 AM…

A: When two figures are similar then their corresponding angle are equal and the ratio of their…

Q: n parallel lines are cut by a transversal, if one of the eight angles formed measures 90°, then the…

Q: Joshua is unsure how to mark AABC congruency side lengths on his diagram. Explain the…

A: I'm providing hand written solution for better understanding.

Q: A 9. If angles P and Q are complementary, which statement about the two angles is true? O ZP and 2Q…

A: the objective is to select the correct option

Q: 2. Construct Arguments Triangle L'M'N' is the image of triangle LMN after a translation. How are the…

A: In a translation we translate a point (x,y)=(x+a,y+b).

Q: 4) H 16 4 4 V U 12 F AHGF ~

A: Topic = Triangles

Q: below are 3 statements, at least one is correct. the others two may containe an error in thinking.…

A: Option 1- We know that, Drawing an angle in standard position always starts the same way i.e, along…

Q: TO 8a. Place the numbers 4n, -8, 2-3 and 42 in the correct position on the Venn diagram. 8b In the…

Q: 3. Complete the sentence by choosing the proper option from the give There with angle measures of…

Q: T

A: The given figure is, where PT is angle bisector.

Q: 459 3.

Q: Let A = {square, circle, triangle}, B = {hexagon, pentagon} and C = {circle, decagon, pentagon,…

Q: CPCTC and Perpendicular Bisector F EG= HG= 3. EW

Q: 1. The image below is a rectangle. How many lines of symmetry does a rectangle have? Copy the…

Q: 7. Consider the figure below. A 110° C OC|| BD B D Angle ZBOC is 110 degrees. Either redraw the…

Q: Which of the following statements is true with respect to right triangle ABC? B b. = : d.= a а. C. a…

A: Solution: The objective is to determine the which option is true

Q: In the following diagram, line n is parallel to line m and line t is a transversal. a m In the above…

Q: is confused about the difference between ASA and AAS for proving triangles congruent. Explain to…

Question

Clare created Figure A. Then she created Figure B by translating Triangle C and then
translating Triangle D.
Figure A
Figure B
Select all the true statements.
O A. Figure A is congruent to Figure B
O D. Triangle D' is congruent to Triangle D
OC. Triangle C is congruent to Triangle C.
B. Figure B is a translation of Figure A.
MacBook Air
吕口
トII
>>
F10
F3
F4
F5
F7
%24
&
#3
4.
5
7
8.
R
T
Y
K
L

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

$Basics (types, similarity, etc)$

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, geometry and related others by exploring similar questions and additional content below.

Similar questions

Day 2: Prove this triangle is a right triangle. 1) Graph the following points ABC. A (0,0) B(36,15) C(20, -48) T 40 2) Justify why Triangle ABC is a right triangle. **How can you be clear and concise in your justification" "** 20 -20 20 40 60 Share with Class -20
6. Two intersecting lights flashed on the wall in two different points with a length of 8m. from each other. The angle formed by the intersection was 100° and the length of the first was 5m. from the intersection. Find the angle opposite the first light. non c om
13. Suppose two 5-meter poles are fixed to the ground in upright position [in red], one in San Diego, CA and the other 392 miles due east near Phoenix, AZ. Assume both lie on the earths equa- tor. Suppose at noon the pole in San Diego casts NO shadow, while the pole in Phoenix casts a shadow of 0.51 meters [in blue]. Based on this information and the diagram shown, se- lect the true statement/s, assume r is unknown, and refers to the radius of the earth, assume approximations are acceptable where appropriate. Assume 0 refers to angle ZLDE and as- sume the world is perfectly round. A B A E D sunlight the radius of the earth, r≈ 3617.33 miles B 05.82403° C The portion of the circumference of the earth from one pole to the other is 392 miles D E F G H I 0 = tan-1 r = 0.51 5 392 5.82403° 2πT 360° -miles not enough information is given to estimate the ra- dius of the earth The portion of the circumference of the earth from one pole to the other is 5.82403° 360° 2πr 392miles = 5.82403° 360⁰…
2. Which term of the A.P. 92, 88, 84, 80, .. is 0 ? (A) 23 (B) 32 (C) 22 (D) 24 If the height and length of the shadow of a man are the same, then the angle of elevation of the sun is 3. (A) 30° (B) 60° (C) 45° (D) 15°
12. In the figure, BCD is a straight line and O4BC is a paralleloen ZABC = 48". Find LADC.
bub 1. Consider the following set of attribute blocks below (5 shapes and 2 sizes). Which of the blocks from this set satisfy the following mathematical statements? Explain your thinking. (5 pts each) a. Statement #1: "I am small and I have straight sides." 20 som au glad nas (6) Jag mont enoitsfengisini od to shorter sides fixed, if the of the new triang b. Statement #2: "I am small or I have straight sides." (ziqa) .nisique UCP TO 269 T
5. In the figure, AB - CD=2BC and LAOB =112. Find ZCOD and ZBOC. 112 b. Find ZBCD.
2. Every angle can be trisected using a compass and marked straightedge. The following construction is due to Archimedes. Assume the compass has two marks on it, a distance r apart. Let ZBAC be an angle. Draw a circle y of radius r and center A. The circle will intersect both sides of the angle; in order to simplify the notation let us assume that B and C lie on the circle. Place the straightedge so that it passes through C and so that one mark is at a point D on y and the other is at a point E on `AB. (See Figure 9.17.) Use the Isosceles Triangle Theorem and the Euclidean Angle Sum Theorem to prove that u(2CEB) = (1/3)µ(LCAB). FIGURE 9.17: Archimedes' trisection using a marked straightedge