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X/30 = X-8 /18
5X-40=3X
2X=40 ==》X=20
20+26=46
Option B

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chetan2u :need help with this question please.
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chetan2u

arpitkansal
chetan2u :need help with this question please.
When x walks down 26 steps, she reaches in 30 seconds and when x walks down 34 steps, she takes 18 seconds.
She walks 34-26 or 8 steps more, and she saves 30-18=12 seconds.

So who is travelling these 8 steps in 12 seconds—The Escalator.

Now let’s take any of the scenario
26 steps and escalator takes 30 secs.
If the escalator covers 8 steps in 12 seconds, it will cover 30*8/12=20 steps in 30 secs.
In these 30 seconds, the escalator covers 20 steps while x covers 26 steps, so total of 20+26 or 46 steps.

B
­chetan2u Do questions related to escalators appear on the GMAT?­
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Anugmat740
chetan2u

arpitkansal
chetan2u :need help with this question please.
When x walks down 26 steps, she reaches in 30 seconds and when x walks down 34 steps, she takes 18 seconds.
She walks 34-26 or 8 steps more, and she saves 30-18=12 seconds.

So who is travelling these 8 steps in 12 seconds—The Escalator.

Now let’s take any of the scenario
26 steps and escalator takes 30 secs.
If the escalator covers 8 steps in 12 seconds, it will cover 30*8/12=20 steps in 30 secs.
In these 30 seconds, the escalator covers 20 steps while x covers 26 steps, so total of 20+26 or 46 steps.

B
­chetan2u Do questions related to escalators appear on the GMAT?­

No, you are not likely to see such a question.

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Speed of escalator is constant so:
(X-26)/30 = (X-34)/18
X=46
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Can somebody please explain using another approach?
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I use coordinate
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