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If snow accumulation increased at a constant rate of 30 millimeters per hour during a certain snowstorm, how many seconds did it take for snow accumulation to increase by 1 millimeter?

a) 1/120
b) 1/60
c) 1/20
d) 20
e) 120

Recalling that 1 hour = 3600 seconds, we can create the equation:

30/3600 = 1/x

1/120 = 1/x

x = 120

Answer: E
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I haven't seen on GMATCLUB the method that I use (that I was taught in my school to convert ratios). I hope it will be helpful, at least it makes my life easier. See attachment below
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Nanobotstv
If snow accumulation increased at a constant rate of 30 millimeters per hour during a certain snowstorm, how many seconds did it take for snow accumulation to increase by 1 millimeter?

a) 1/120
b) 1/60
c) 1/20
d) 20
e) 120


Given: Snow accumulation increased at a constant rate of 30 millimeters per hour during a certain snowstorm.

Asked: How many seconds did it take for snow accumulation to increase by 1 millimeter?

30 millimeters snow is accumulated in 1 hours = 3600 seconds
1 millimetre snow will be accumulated in = 3600/30 = 120 seconds

IMO E
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Nanobotstv
If snow accumulation increased at a constant rate of 30 millimeters per hour during a certain snowstorm, how many seconds did it take for snow accumulation to increase by 1 millimeter?

a) 1/120
b) 1/60
c) 1/20
d) 20
e) 120


30 millimeters = 1 hour
\(\frac{1}{2}\) millimeters = 1 minute
\(\frac{1}{120}\) millimeters = 1 second

\(\frac{1}{120} * 120 seconds = 1 millimeter\)

Answer is E.
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Bunuel what does tag gmat prep focus mean-- are they from focus edition official guides or are they from mock
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Bunuel what does tag gmat prep focus mean-- are they from focus edition official guides or are they from mock
­Those are from mocks.
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While reading the question, I notice that there’s some variation in units going on. The key in this question is to keep track of the units.

The given constant rate is 30 millimeters per hour.

We are asked to figure out the time it would take for 1 mm of snow to accumulate in seconds.

Let me get into minutes first.

30 mm in 60 minutes.
So, 1 mm in 2 minutes.

Answer choices A, B and C are less than 1 second. Too small. Rejected.

Even 20 seconds (D) is too low.

2 minutes =120 seconds. (E).
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