Quantitative Aptitude > Discount
DISCOUNT COMBINED MCQs
Total Questions : 712
| Page 67 of 72 pages
Answer: Option D. -> 66$2/3$%
Answer: (d)Printed price = Rs.900On 40% discount= $900 - {900 × 40}/100$ = 900 - 360C.P. for retailer = 540S.P. = 900Profit = 900 - 540 = 360Gain % = ${360 × 100}/540$= $200/3 = 66{2}/3$%
Answer: (d)Printed price = Rs.900On 40% discount= $900 - {900 × 40}/100$ = 900 - 360C.P. for retailer = 540S.P. = 900Profit = 900 - 540 = 360Gain % = ${360 × 100}/540$= $200/3 = 66{2}/3$%
Answer: Option D. -> 50%
Answer: (d)Let the C.P. of each article be Rs.1For 15 books, the tradesman gives 1 book free.C.P. of 15 books = Rs.16S.P. of 15 books= $16 × 135/100$ = Rs.$108/5$S.P. of 1 book= $108/{5 × 15}$ = Rs.$36/25$Now, 96% of marked price = $36/25$Marked price= ${36 × 100}/{25 × 96} = 3/2 = Rs.1.5$The required % increase= ${0.5}/1 × 100$ = 50%
Answer: (d)Let the C.P. of each article be Rs.1For 15 books, the tradesman gives 1 book free.C.P. of 15 books = Rs.16S.P. of 15 books= $16 × 135/100$ = Rs.$108/5$S.P. of 1 book= $108/{5 × 15}$ = Rs.$36/25$Now, 96% of marked price = $36/25$Marked price= ${36 × 100}/{25 × 96} = 3/2 = Rs.1.5$The required % increase= ${0.5}/1 × 100$ = 50%
Answer: Option C. -> 10% loss
Answer: (c)Discount = $120 × 40/100$ = Rs.48S.P. = Rs.(120 - 48) = Rs.72Loss = 80 - 72 = Rs.8Loss % = $8/80 × 100 = 10$%Using Rule 6,If r% of profit or loss occur after giving D% discount on marked price, then$\text"MP"/\text"CP" = {100 ± r}/{100 - D}$(positive sign for profit and negative for loss)
Answer: (c)Discount = $120 × 40/100$ = Rs.48S.P. = Rs.(120 - 48) = Rs.72Loss = 80 - 72 = Rs.8Loss % = $8/80 × 100 = 10$%Using Rule 6,If r% of profit or loss occur after giving D% discount on marked price, then$\text"MP"/\text"CP" = {100 ± r}/{100 - D}$(positive sign for profit and negative for loss)
Answer: Option B. -> 5%
Answer: (b)Let the C.P. be Rs.100Marked price = Rs.125S.P. = 8% of 125= ${84 × 125}/100$ = Rs.105Profit = Rs.(105 - 100) = Rs.5Profit % = 5%
Answer: (b)Let the C.P. be Rs.100Marked price = Rs.125S.P. = 8% of 125= ${84 × 125}/100$ = Rs.105Profit = Rs.(105 - 100) = Rs.5Profit % = 5%
Answer: Option B. -> Rs.600
Answer: (b)Let the marked price of the shirt be Rs.x.According to the question,$x × 20/100$ = 150$x = {150 × 100}/20$ = 750Price paid = Rs.(750 - 150) = Rs.600
Answer: (b)Let the marked price of the shirt be Rs.x.According to the question,$x × 20/100$ = 150$x = {150 × 100}/20$ = 750Price paid = Rs.(750 - 150) = Rs.600
Answer: Option D. -> 7%
Answer: (d)Discount on Rs.36000= ${36000 × 7}/100$ = Rs.2520Discount on first Rs.20,000= ${20000 × 8}/100$ = Rs.1600Discount on next Rs.10,000= ${10,000 × 5}/100$ = Rs.500Discount on remaining Rs.6,000= 2520 - (1600 + 500) = Rs.420∴ Required percent= ${420 × 100}/6000$ = 7%
Answer: (d)Discount on Rs.36000= ${36000 × 7}/100$ = Rs.2520Discount on first Rs.20,000= ${20000 × 8}/100$ = Rs.1600Discount on next Rs.10,000= ${10,000 × 5}/100$ = Rs.500Discount on remaining Rs.6,000= 2520 - (1600 + 500) = Rs.420∴ Required percent= ${420 × 100}/6000$ = 7%
Answer: Option C. -> Rs.1,750
Answer: (c)Let the market price of the cooler be x,According to the question,(12 - 10)% of x = 35${x × 2}/100 = 35$$x = 3500/2$ = Rs.1750
Answer: (c)Let the market price of the cooler be x,According to the question,(12 - 10)% of x = 35${x × 2}/100 = 35$$x = 3500/2$ = Rs.1750
Answer: Option A. -> 10%
Answer: (a)Let the marked price of each pen be xTotal cost price of 40 pens = Total marked price of 36 pens = 36xSelling price of 1 pen after 1% discount= (1–0.01)x = 0.99xSelling price of 40 pens= 40 × 0.99x = 39.6xProfit = ${39.6 - 36}/36 × 100$= ${3.6}/36 × 100 = 10%$
Answer: (a)Let the marked price of each pen be xTotal cost price of 40 pens = Total marked price of 36 pens = 36xSelling price of 1 pen after 1% discount= (1–0.01)x = 0.99xSelling price of 40 pens= 40 × 0.99x = 39.6xProfit = ${39.6 - 36}/36 × 100$= ${3.6}/36 × 100 = 10%$
Answer: Option D. -> Rs. 96
T.D. = P.W. x B.G. = 576 x 16 = 96.