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# On a number line, a < b < c < d. The distance from a to b is 1⁄4 of

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On a number line, a < b < c < d. The distance from a to b is 1⁄4 of  [#permalink]

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23 Oct 2018, 08:40
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Question Stats:

63% (12:03) correct 38% (02:38) wrong based on 8 sessions

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On a number line, a < b < c < d. The distance from a to b is 1⁄4 of the distance from b to d. The distance from a to c is 3 times the distance from c to d. What is the value of
b - a⁄c - a?

A) 3⁄20
B) 1⁄5
C) 4⁄15
D) 7⁄20
E) 3⁄5

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Re: On a number line, a < b < c < d. The distance from a to b is 1⁄4 of  [#permalink]

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23 Oct 2018, 08:45
Harshgmat wrote:
On a number line, a < b < c < d. The distance from a to b is 1⁄4 of the distance from b to d. The distance from a to c is 3 times the distance from c to d. What is the value of
b - a⁄c - a?

A) 3⁄20
B) 1⁄5
C) 4⁄15
D) 7⁄20
E) 3⁄5

Check here: https://gmatclub.com/forum/on-a-number- ... 56954.html
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Re: On a number line, a < b < c < d. The distance from a to b is 1⁄4 of   [#permalink] 23 Oct 2018, 08:45
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