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If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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07 Feb 2014, 02:44
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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26 Jun 2014, 23:30
Let CP per book = 1 Cost of 23 books = 23 23 is obtained by selling 30 books So SP per book\(= \frac{23}{30}\) CP  SP = Loss \(= 1  \frac{23}{30}\) \(= \frac{7}{30}\) Percentage\(= \frac{7}{30} * 100\) \(= 23 \frac{1}{3}\) % Loss Answer = C
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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07 Feb 2014, 16:17
C.P. of 23 books is equal to S.P of 30 books
If CP of x items = SP of y items, and if x > y, then profit; if x < y, then loss. %L= 100 * (y  x)/y = 100 * (7/30) = 23.33%
If C.P. of 30 books is equal to S.P of 23 books: %P = 100 * (x  y)/y = 100 *(7/23) = 30.4%



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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27 Jun 2014, 17:46
What am I doing wrong: say selling price is equal to $1 per book. 30 book is $30.
Cost per book assuming cost of 23 is equal to selling price. 30/23 = 1.3. 1.3x30 391.
3039.1/30 =30.333



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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27 Jun 2014, 21:37
bankerboy30 wrote: What am I doing wrong: say selling price is equal to $1 per book. 30 book is $30.
Cost per book assuming cost of 23 is equal to selling price. 30/23 = 1.3. 1.3x30 391.
3039.1/30 =30.333 For 1 quantity, if selling Price = 1 then cost Price would be\(= \frac{30}{23}\) Loss = Cost Price  Selling Price \(= \frac{30}{23}  1\) \(= \frac{7}{23}\) \(\frac{7}{23}\) loss is achieved on CP of \(\frac{30}{23}\) So, percentage loss would be \(= \frac{\frac{7}{23}}{\frac{30}{23}} * 100\) \(=\frac{7}{23} * \frac{23}{30} * 100\) \(= \frac{700}{30}\) \(= 23 \frac{1}{3}% Loss\)
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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24 May 2017, 06:54



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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24 May 2017, 07:19
Bunuel wrote: If C.P. of 23 books is equal to S.P of 30 books, then your gain or loss is ?
a) 23 \(\frac{1}{3}\) gain %
b) 30 \(\frac{10}{23}\) loss %
c) 23 \(\frac{1}{3}\) loss %
d) 30 \(\frac{1}{3}\) loss %
e) 40 \(\frac{1}{3}\) loss % Let CP of 23 book = SP of 30 Books = 690 So, CP of 1 book is 30 & SP of 1 book is 23 Thus Loss % \(= \frac{( 30  23 )}{30}*100\) Or, Loss % \(= \frac{7}{30}*100\) Or, Loss % \(=23 \frac{1}{3}\)% Hence, answer will be (C)
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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01 Jun 2017, 08:46
Bunuel wrote: If C.P. of 23 books is equal to S.P of 30 books, then your gain or loss is ?
a) 23 \(\frac{1}{3}\) gain %
b) 30 \(\frac{10}{23}\) loss %
c) 23 \(\frac{1}{3}\) loss %
d) 30 \(\frac{1}{3}\) loss %
e) 40 \(\frac{1}{3}\) loss % We are given that the cost of 23 books is equal to the revenue of 30 books. If we let the cost per book = c and the revenue per book = r, we have: 23c = 30r c = 30r/23 Percentage profit = (r  c)/c x 100 (r  30r/23)/30r/23 x 100 (23r/23  30r/23)/30r/23 x 100 (7r/23)/30r/23 x 100 (7r x 23)/(23 x 30r) x 100 7/30 x 100 = 0.2333 x 100 = 23 ⅓ loss. Answer: C
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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01 Jun 2017, 09:02
Bunuel wrote: Bunuel wrote: If C.P. of 23 books is equal to S.P of 30 books, then your gain or loss is ?
a) 23 \(\frac{1}{3}\) gain %
b) 30 \(\frac{10}{23}\) loss %
c) 23 \(\frac{1}{3}\) loss %
d) 30 \(\frac{1}{3}\) loss %
e) 40 \(\frac{1}{3}\) loss % Say the cost price of 23 books is $23 so $1 for a book. The cost of 30 books would be $30, and the selling price of 30 books would be 23$, hence the loss = ($30  $23)/$30 = ~23.3%. Hi, I saw the formula for Loss % = ( Loss/ C.P ) * 100 but you have taken SP in the above formula used in question....can you suggest me how to use which one? Thanks



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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01 Jun 2017, 09:54
We could also do this question as follows: (by taking ratio of CP : SP.. because if we have their ratio, we can easily answer with profit/loss %)
CP of 23 books = SP of 30 books Or CP*23 = SP*30 Thus, CP/SP = 30/23
Now we have the ratio. We can take CP=30 and SP=23. So this is a loss of 7 over 30 Thus loss% = 7/30 * 100 = 70/3 % or 23 1/3% loss
Hence option C is answer



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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01 Jun 2017, 12:00
shreyas wrote: C.P. of 23 books is equal to S.P of 30 books
If CP of x items = SP of y items, and if x > y, then profit; if x < y, then loss. %L= 100 * (y  x)/y = 100 * (7/30) = 23.33%
If C.P. of 30 books is equal to S.P of 23 books: %P = 100 * (x  y)/y = 100 *(7/23) = 30.4% Hi, is this formula still valid if we are given "S.P. of x items = C.P. of y items" ? Thanks. Sent from my XT1663 using GMAT Club Forum mobile app



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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01 Jun 2017, 13:18
Bunuel wrote: rocko911 wrote: Bunuel wrote: If C.P. of 23 books is equal to S.P of 30 books, then your gain or loss is ?
a) 23 \(\frac{1}{3}\) gain %
b) 30 \(\frac{10}{23}\) loss %
c) 23 \(\frac{1}{3}\) loss %
d) 30 \(\frac{1}{3}\) loss %
e) 40 \(\frac{1}{3}\) loss % Say the cost price of 23 books is $23 so $1 for a book. The cost of 30 books would be $30, and the selling price of 30 books would be 23$, hence the loss = ($30  $23)/ $30 = ~23.3%. Hi, I saw the formula for Loss % = ( Loss/ C.P ) * 100 but you have taken SP in the above formula used in question....can you suggest me how to use which one? Thanks Where do you see that? Solutions above use the same formula you mention.[/quote] Sorry but Im bit confused in it.... if I bought 24 books then The CP of 24 books will be 24$ and decided to sell few more books with those 24 books...So total 30 books The SP of 30 books will be 24$ As mentioned in question. The CP of 24 books is 24$ and we sold 30 books in 24$ if we would have sold those books in 30$ THEN we would be in no losss or gain(But we didnt do that) then formula must use Loss = 3024 = 6 CP = 24 (this is the amount in which we bought 24 books) loss % = (6/24) * 100 Please help



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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05 Jun 2017, 12:57
goalMBA1990 wrote: shreyas wrote: C.P. of 23 books is equal to S.P of 30 books
If CP of x items = SP of y items, and if x > y, then profit; if x < y, then loss. %L= 100 * (y  x)/y = 100 * (7/30) = 23.33%
If C.P. of 30 books is equal to S.P of 23 books: %P = 100 * (x  y)/y = 100 *(7/23) = 30.4% Hi, is this formula still valid if we are given "S.P. of x items = C.P. of y items" ? Thanks. Sent from my XT1663 using GMAT Club Forum mobile appCan any expert please confirm and revert about the reverse condition ? Sent from my XT1663 using GMAT Club Forum mobile app



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Re: If C.P. of 23 books is equal to S.P of 30 books, then your gain or
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05 Jun 2017, 21:18
goalMBA1990 wrote: goalMBA1990 wrote: shreyas wrote: C.P. of 23 books is equal to S.P of 30 books
If CP of x items = SP of y items, and if x > y, then profit; if x < y, then loss. %L= 100 * (y  x)/y = 100 * (7/30) = 23.33%
If C.P. of 30 books is equal to S.P of 23 books: %P = 100 * (x  y)/y = 100 *(7/23) = 30.4% Hi, is this formula still valid if we are given "S.P. of x items = C.P. of y items" ? Thanks. Sent from my XT1663 using GMAT Club Forum mobile appCan any expert please confirm and revert about the reverse condition ? Sent from my XT1663 using GMAT Club Forum mobile appHi Solving such a question is quite simple. All you have to do is take ratio. So if you are given: SP of x items = CP of y items Or SP*x = CP*y .. then we have: CP/SP = x/y .. Ratio of CP/SP is x/y If y > x then Profit % = (yx)/x * 100 If y < x then Loss% = (xy)/x * 100 You will notice that our base is always the value of CP ('x' here).. But in previous reverse condition, base was 'y' Hope this helps



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