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Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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10 Nov 2012, 14:04
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Before a salary hike, the weekly salary of a worker for 40 hours in a week was as much as he is paid now for 35 hours of work in a week. What is the percent increase in his salary for an hour? A. 11 1/3 B. 12 1/4 C. 13 1/5 D. 14 2/7 E. 15
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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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10 Nov 2012, 19:00
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derekgmat wrote: Before a salary hike, the weekly salary of a worker for 40 hours in a week was as much as he is paid now for 35 hours of work in a week. What is the percent increase in his salary for an hour?
A. 11 1/3 B. 12 1/4 C. 13 1/5 D. 14 2/7 E. 15 Say the worker used to get $40 for 40 hrs i.e. $1 per hr. Now he gets $40 for 35 hrs i.e. 40/35 = $8/7 per hr Hike is $1/7 per hr i.e. (1/7)*100 = 14 2/7 %
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Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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22 May 2013, 02:34
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Earlier per hour salary = x, so total paid = 40x New per hour salary = y, so total paid = 35y. So, per information given, 40x = 35y, \(\frac{x}{y} = \frac{7}{8}\) Salary increase\(= \frac{87}{7} = \frac{1}{7}\) Salary increase percentage\(= \frac{1}{7}*100 = 14 \frac{2}{7}\) (Answer = D)
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Last edited by PareshGmat on 06 Aug 2014, 18:45, edited 1 time in total.



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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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02 Aug 2013, 01:29
280 is multiple of both 40 and 35 so I would rather take this value as the salary.
40 hrs 280$ 1 hr=7$
Similarly 35 hrs 280$ 1 hr=8$
Now 87=1$ increase in salary per hour now to calculate % 1/7*100=14 2/7
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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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25 Sep 2013, 03:08
Suppose Per hour paid=x dollars, So total paid 40x and 35x dollars Now percent increase=(40x35x)/35x=(5x/35x)*100=100/7=14.28...So D is the ans.
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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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22 Nov 2015, 11:30
i solved as above said: 1/7 is between 1/6 and 1/8 which means the increase is 12.5% < x < 16% we can eliminate A and B right away. since we have 7 as denominator, and since we need to find 100/7, we clearly see that 100 is not divisible by 7, and thus the answer choice should be a number with a denominator 7.
only D has such, and it falls between the given spread of increase.



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Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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13 Nov 2016, 10:36
Answer:D To make the question easier, we can select the easy numbers: Weekly salary is 40 hrs x $35/hr = 35 hrs x $40/hr ⇒ an increase from $35 to $40 ⇒ %increase=(4035)/35=5/35=1/7=0.142 or 14 2/7 %



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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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13 Nov 2016, 11:35
derekgmat wrote: Before a salary hike, the weekly salary of a worker for 40 hours in a week was as much as he is paid now for 35 hours of work in a week. What is the percent increase in his salary for an hour?
A. 11 1/3 B. 12 1/4 C. 13 1/5 D. 14 2/7 E. 15 Old Salary ( For 40 Hrs ) = New Salary ( For 35 Hrs ) = 280 So, Old Salary/ Hour = 7 and New Salary/Hour = 8 So, Percentage Increase is 1/7*100 => \(14 \frac{2}{7}\) Hence, Correct answer must be (D) \(14 \frac{2}{7}\)
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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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22 Dec 2016, 17:07
x$ = 560$ for 35hrs 1hr = 16$ 640$ for 40hrs \(\frac{change}{original} = \frac{percent}{100}\) \(\frac{80}{560} x 100 = \frac{100}{7}\) D
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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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11 Jan 2017, 13:06
I got 40=35X so x=8/7 how can I convert this fraction to "something/100" fraction? The denominator is not a factor of 100. Can I multiply 8/7*100 then divide by 7 to get 114.28?.. so the increase was 14.something percent.
I couldn't see that the increase was actually the 1/7th on top of the 7/7th.
Is the above method valid to transform fractions with an inconvenient denominator into A/100? (say the denominator was 4, I would simply multiply both den and num by 25 and get a clean /100 fraction) Do I make my doubt clear?..
Thank you!



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Re: Before a salary hike, the weekly salary of a worker for 40 [#permalink]
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12 Jan 2017, 01:12
iliavko wrote: I got 40=35X so x=8/7 how can I convert this fraction to "something/100" fraction? The denominator is not a factor of 100. Can I multiply 8/7*100 then divide by 7 to get 114.28?.. so the increase was 14.something percent.
I couldn't see that the increase was actually the 1/7th on top of the 7/7th.
Is the above method valid to transform fractions with an inconvenient denominator into A/100? (say the denominator was 4, I would simply multiply both den and num by 25 and get a clean /100 fraction) Do I make my doubt clear?..
Thank you! Here lies your problem: https://www.veritasprep.com/blog/2011/0 ... rcentages/Note that 8/7 = 1 + 1/7 (can be done for all fractions greater than 1) 1/7 = 14.28% so 8/7 implies an extra 14.28%.
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