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A photocopy of a polygon was reduced to 25% of its original size. Then, the copy was again reduced to 25% of its size. a. Is the second photocopy similar to the original? b. What is the ratio of the corresponding sides of the second photocopy to the original? a. Is the second photocopy similar to the original? O A. No, because the angles stay the same and the corresponding sides are proportional. O B. Yes, because the angles stay the same but the corresponding sides are not proportional. O C. Yes, because the angles stay the same and the corresponding sides are proportional. O D. No, because the angles are not the same and the corresponding sides are proportional. b. What is the ratio of the corresponding sides of the second photocopy to the original? (Round to four decimal places as needed.)

A photocopy of a polygon was reduced to 25% of its original size. Then, the copy was again reduced to 25% of its size. a. Is the second photocopy similar to the original? b. What is the ratio of the corresponding sides of the second photocopy to the original? a. Is the second photocopy similar to the original? O A. No, because the angles stay the same and the corresponding sides are proportional. O B. Yes, because the angles stay the same but the corresponding sides are not proportional. O C. Yes, because the angles stay the same and the corresponding sides are proportional. O D. No, because the angles are not the same and the corresponding sides are proportional. b. What is the ratio of the corresponding sides of the second photocopy to the original? (Round to four decimal places as needed.)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A photocopy of a polygon was reduced to 25% of its original size. Then, the copy was again reduced to 25% of its size. a. Is the second photocopy similar to the original? b. What is the ratio of the corresponding sides of the second photocopy to the original? a. Is the second photocopy similar to the original? O A. No, because the angles stay the same and the corresponding sides are proportional. O B. Yes, because the angles stay the same but the corresponding sides are not proportional. OC. Yes, because the angles stay the same and the corresponding sides are proportional. O D. No, because the angles are not the same and the corresponding sides are proportional. b. What is the ratio of the corresponding sides of the second photocopy to the original? (Round to four decimal places as needed.) Click to select your answer(s). Prt DII F3 F2
Transcribed Image Text:A photocopy of a polygon was reduced to 25% of its original size. Then, the copy was again reduced to 25% of its size. a. Is the second photocopy similar to the original? b. What is the ratio of the corresponding sides of the second photocopy to the original? a. Is the second photocopy similar to the original? O A. No, because the angles stay the same and the corresponding sides are proportional. O B. Yes, because the angles stay the same but the corresponding sides are not proportional. OC. Yes, because the angles stay the same and the corresponding sides are proportional. O D. No, because the angles are not the same and the corresponding sides are proportional. b. What is the ratio of the corresponding sides of the second photocopy to the original? (Round to four decimal places as needed.) Click to select your answer(s). Prt DII F3 F2
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