Which of the following reaches the largest value over the range -1 <= R <= 1?
Choose the correct answer: A) (R+3)^100 B) (R+3)/(R^100) C) (R+1000) D) 97^97 E) (R/2R)
(R+3)/(R^100) can be equal any arbitrarily large number. Some of the other options are large, but they all have a definite maximum. (R+3)/(R^100) does not, so the correct answer is (R+3)/(R^100).
<result>B</result>
Which of the following reaches the largest value over the range -1 <= R <= 1?