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Which statement about the distance between 6 and 0 and the distance between the opposite of 6 and 0 is true? O A) The distance is the same. O B) The opposite of 6 is farther from 0 than 6. O) The number 6 is farther from 0 than the opposite of 6. You cannot compare the distances because one is D) negative, and the other is positive.

Which statement about the distance between 6 and 0 and the distance between the opposite of 6 and 0 is true? O A) The distance is the same. O B) The opposite of 6 is farther from 0 than 6. O) The number 6 is farther from 0 than the opposite of 6. You cannot compare the distances because one is D) negative, and the other is positive.

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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Which statement about the distance between 6 and 0 and the distance between the opposite of 6 and 0 is true? OA) The distance is the same. O B) The opposite of 6 is farther from 0 than 6. OC) The number 6 is farther from 0 than the opposite of 6. You cannot compare the distances because one is D) negative, and the other is positive. javascript:ChooseAnswer(0) da 83% & 11.5K 775 Stages! h 81% & 529 d 76% & 78.5K Drama 79% O Search hp esc ? 米 f4 (ts te %23 & * W E R D 寸 %24 3.
Transcribed Image Text:Which statement about the distance between 6 and 0 and the distance between the opposite of 6 and 0 is true? OA) The distance is the same. O B) The opposite of 6 is farther from 0 than 6. OC) The number 6 is farther from 0 than the opposite of 6. You cannot compare the distances because one is D) negative, and the other is positive. javascript:ChooseAnswer(0) da 83% & 11.5K 775 Stages! h 81% & 529 d 76% & 78.5K Drama 79% O Search hp esc ? 米 f4 (ts te %23 & * W E R D 寸 %24 3.
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