Directions(1-5): Study the following graph and answer the questions below.
- The Cost price of item T.V is same as the cost price of item Table. If the seller decides to mark the price 7% more than the Cost price, then how much discount should he offer so that he makes no profit or loss on selling the item?
5.00%3.33%5.15%9.53%6.54%Option E
Let the discount offered be ‘x’% MP = 107/100*100
= 107
SP is same as CP,
100 = 107/100*(100–x)
100–x = 93.45
x = 6.54% - What is the average of Cost price of the five items?
Rs. 120Rs. 202Rs. 245Rs. 115Rs. 184Option B
Average
= (100+100+150+350+310) / 5
= Rs. 202 - The seller marks the price of item Freeze double the cost price. What is the percentage profit/loss he will make on the item?
60%30%80%50%90%Option D
SP = 620*75 / 100 = 465
CP = MP/2 = 620/2 = 310
% Profit = (465 – 310)/310 * 100
= 50% - The seller marked the price of the item Chair same at its Cost price. Find the profit/loss percentage on item Chair?
40%60%20%50%10%Option E
CP = MP = 350
SP = 350*90/100 = 315
Loss% = (350 – 315)/350 * 100
= 10% - What is the Cost price of item Almirah ?
Rs.210Rs.190Rs.150Rs.230Rs.200Option C
SP = 220*80/100 = 176
CP = 176*100/(100+17.34)
CP = Rs.150 - The ratio of import to export of Company A in the year 2012 is approximately what per cent of the ratio of import to export of Company C in the year 2011 ?
74.8%55.5%72.6%62.5%82.4%Option D
I(A)2012/E(A)2012 = 0.75
I(C)2012/E(C)2012 = 1.2
Required% = 0.75/1.2*100 = 62.5% - If the export of Company A in the year 2012 and the import of Company C in the year 2009 were equal to 64 lakh each then the import of Company A in the year 2012 was approximately what per cent of the export of Company C in the year 2009?
40%70%90%60%80%Option D
I(A)2012/E(A)2012 = 0.75
I(A)2012 = 0.75 × 64 = 48 lakh
Again,
I(C)2009/E(C)2009 = 0.8
E(C)2009 = 64/0.8 = 80 lakh
Required% = 48/80*100 = 60% - If the imports of Company C in year 2008 and 2012 were equal then the export of Company C in year 2008 was approximately what per cent of its export in year 2012?
130%170%120%150%100%Option C
Let the import of Company C in 2008 and 2012 be x each. Export-2008 = x/0.5 = 2x
Export-2012 = x/0.6 = 5x/3
Required % = 2x/(5x/3) *100 = 6x/5x*100 = 120% - If the import of Company A in the year 2007 was 23.58 lakh what was its export (in lakh) in that year?
65.6 lakh80.2 lakh78.6 lakh70.7 lakh52.5 lakhOption C
I(A)/E(A) = 0.3
E(A)= 23.58/0.3 = 78.6 lakh - If the import of Company A and Company B in the year 2009 were 36 lakh and 27 lakh respectively what was the ratio of their exports in that year?
2:39:25:37:53:1Option A
I(A)2009/E(A)2009 = 0.5
E(A)2012 = 36/0.5 = 72 lakh
I(B)2009/E(B)2009 = 0.25
Again,
E(B)2009 = 27/0.25 = 108 lakh
Ratio = 72/108 = 2/3 = 2:3
Directions(6-10): Following line graph shows the ratio of import to export of three
companies over the period of 2007-2012.
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