model 7 sold at loss Section-Wise Topic Notes With Detailed Explanation And Example Questions
MOST IMPORTANT quantitative aptitude - 11 EXERCISES
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New 199+ Profit & Loss Aptitude MCQs with Basic C.P & S.P »
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Top 250+ Profit & Loss Problems with Gain Lost Percentage »
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249+ Profit & Loss Aptitude MCQs Gain Lost % with C.P S.P »
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189+ Profit Loss Aptitude Sold Bought Practice MCQ Test »
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Top 179+ Profit & Loss Aptitude Practice Test for Bank Exam »
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New 189+ Profit and Loss Aptitude MCQs for All Govt Exams »
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189+ Profit and Loss Questions for All Competitive Exams »
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New 199+ Profit and Loss MCQ Test with Shortcuts, Tricks »
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Top 199+ Profit and Loss Aptitude Practice Test For UPSC »
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New 249+ Profit and Loss Questions and Answers for TNPSC »
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New 249+ Profit and Loss Questions and Answers for TNPSC »
The following question based on profit & loss topic of quantitative aptitude
(a) Rs.$1/20$P
(b) Rs.$10/9$P
(c) Rs.$9/10$P
(d) Rs.$9/20$P
The correct answers to the above question in:
Answer: (b)
C.P. for A = Rs. x (let)
According to the question,
${x × 120}/100 × 75/100$ = P
$x = {P × 100 × 100}/{120 × 75}$ = Rs.$10/9$
Using Rule 15,
Here, $ r_1 = 20%, r_2$ = 25% (Loss)
C.P. for C = C.P. for A
$({1 + r_1}/100)({1 - r_2}/100)$
P = C.P. for A
$(1 + 20/100)(1 - 25/100)$
C.P. for A = ${P × 100 × 100}/{120 × 75} = {10P}/9$
Discuss Form
Read more sold at loss Based Quantitative Aptitude Questions and Answers
Question : 1
If an article is sold at 5% gain instead of 5% loss, the man gains Rs.5 more. Find the cost price of that article
a) Rs.100
b) Rs.110
c) Rs.105
d) Rs.50
Answer »Answer: (d)
Let the C.P. be Rs.x
x (5% + 5%) = 5 [Being 5% gain]
100% = $5/10 × 100$ = Rs.50
Using Rule 11,
Here, x = 5%, R= Rs.5, y = 5%
C.P. = ${R × 100}/{y + x}$
= ${5 × 100}/{5 + 5}$ = Rs.50
Question : 2
By selling 4 articles for 1 rupee, a man loses 4%. Had he sold three articles per rupee, the profit would have been :
a) 30%
b) 12%
c) 28%
d) 16%
Answer »Answer: (c)
C.P. of 1 article
= $1/4 × 100/96$ = Rs.$25/96$
C.P. of 3 articles = Rs.$75/96$
Gain = 1 - $75/96$
=${96 - 75}/96 = 21/96 = 7/32$
Gain per cent = ${7/32}/{75/96}$ × 100
= $7/32 × 96/75 × 100$ = 28%
Question : 3
A man sold an article at a loss of 20%. If he had sold it for Rs.50 more, he would have gained 5%. The cost price of the article was
a) Rs.250
b) Rs.200
c) Rs.300
d) Rs.180
Answer »Answer: (b)
Let the CP of the article be Rs.x
SP of the article at 20% loss
= $x × 80/100 = {4x}/5$
In second case,
${4x}/5 + 50 = {105x}/100$
${4x}/5 + 50 = {21x}/20$
${21x}/20 - {4x}/5 = 50$
${21x - 16x}/20 = 50$
${5x}/20$ = 50 ⇒ x = Rs.200
Using Rule 11,A man sells his items at a profit/loss of x%.If he had sold it for Rs. R more,he would have gained/lost y%. Then. C.P. of items = $R/{(y ± x)}$ × 100'+' = When one is profit and other is loss.'–' = When both are either profit or loss.
Here, x = 20%, R= 50, y = 5%
C.P. = ${R × 100}/{y + x}$
= ${50 × 100}/{20 + 5}$
$= {50 × 100}/25$ = Rs.200
Question : 4
By selling 12 kg of potatoes for Rs.63, a shopkeeper gains 5%. What does he gain or lose percent by selling 50 kg of the same potatoes for Rs.247.50?
a) 1% loss
b) 1% profit
c) No profit, no loss
d) 2.5% loss
Answer »Answer: (a)
C.P. of 12 kg of potatoes
= Rs.$({63 × 100}/105)$ = Rs.60
C.P. of 50 kg of potatoes
= $60/12$ × 50 = Rs.250
Loss = Rs.(250 - 247.50) = Rs.2.5
Loss percent = ${2.5}/250 × 100$ = 1%
Question : 5
A businessman bought an article and sold it at a loss of 5%. If he had bought it for 10% less and sold it for Rs.33 more, he would have had a profit of 30%. The cost price of the article is
a) Rs.330
b) Rs.300
c) Rs.155
d) Rs.150
Answer »Answer: (d)
C.P. of the article be Rs.x
First S.P. = ${19x}/20$; C.P. = ${9x}/10$
${19x}/20 + 33$
${9x × 130}/1000 = 117/100x$
${117x}/100 - {19x}/20$ = 33
${117x - 95x}/100 = 33$
22x = 33 × 100
$x = {33 × 100}/22$ = Rs.150
Question : 6
There would be a 10% loss, if rice is sold at Rs.54 per kg. To earn a profit of 20%, the price of rice per kg will be
a) Rs.65
b) Rs.72
c) Rs.70
d) Rs.63
Answer »Answer: (b)
C.P. of rice per kg
${54 × 100}/90$ = Rs. 60
For 20% profit,
S.P. per kg. = ${60 × 120}/100$ = Rs. 72
Using Rule 3,If an object is sold on r% Profit.
then,S.P. = C.P$[{100 + \text"Profit%"}/100]$orC.P. = S.P$[100/{100 + \text"Profit%"}]$
Similarly, If an object is sold on r% loss, then
S.P. = C.P.$[{100 - \text"Loss%"}/100]$orC.P. = S.P$[100/{100 - \text"Loss%"}]$
C.P. = S.P$[100/{100 - \text"Loss%"}]$
= $54(100/{100 - 10})$
C.P. = Rs.60
New S.P. = C.P$[{100 + \text"Profit%"}/100]$
= $60 × ({100 + 20}/100)$ = Rs.72
GET profit & loss PRACTICE TEST EXERCISES
Model 1 Basic Concepts of C.P and S.P
model 2 gain lost percentage
model 3 gain/loss % with C.P/S.P
model 4 sold & brought
model 5 marked price
model 6 sold in circular path
model 7 sold at loss
model 8 two article sold in different rates
model 9 selling an article & interchanging its values
model 10 reduced/increased price of an article
model 11 ratio & partnership
profit & loss Shortcuts and Techniques with Examples
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Model 1 Basic Concepts of C.P and S.P
Defination & Shortcuts … -
model 2 gain lost percentage
Defination & Shortcuts … -
model 3 gain/loss % with C.P/S.P
Defination & Shortcuts … -
model 4 sold & brought
Defination & Shortcuts … -
model 5 marked price
Defination & Shortcuts … -
model 6 sold in circular path
Defination & Shortcuts … -
model 7 sold at loss
Defination & Shortcuts … -
model 8 two article sold in different rates
Defination & Shortcuts … -
model 9 selling an article & interchanging its values
Defination & Shortcuts … -
model 10 reduced/increased price of an article
Defination & Shortcuts … -
model 11 ratio & partnership
Defination & Shortcuts …
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