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This section includes 3977 Mcqs, each offering curated multiple-choice questions to sharpen your Mathematics knowledge and support exam preparation. Choose a topic below to get started.
1551. |
Q: Profit obtained on selling an article for Rs 540 is equal to the loss incurred on selling the article for Rs 370. if selling price is Rs. 910, Then what is the profit percentage? |
A. | 50 |
B. | 100 |
C. | $$16{2\over 3}$$ |
D. | $$33{1\over 3}$$ |
Answer» C. $$16{2\over 3}$$ | |
1552. |
Q: Profit after selling a commodity for 524 is the same as loss after selling it for Rs. 452. The cost price of the commodity is |
A. | 480 |
B. | 500 |
C. | 488 |
D. | 485 |
Answer» D. 485 | |
1553. |
Q: Product of digits of a 2-digit number is 27. If we add 54 to the number, the new number obtained is a number formed by interchange of the digits. Find the number. |
A. | 42 |
B. | 93 |
C. | 63 |
D. | 39 |
Answer» E. | |
1554. |
Q: Priya purchased two mixers for Rs.1500 and made a profit of 9% on one and loss of 6% on the other. But overall there is no profit or loss, then cost price of mixture are in the ratio? |
A. | 03:05:00 |
B. | 02:03:00 |
C. | 05:03:00 |
D. | 03:02:00 |
Answer» C. 05:03:00 | |
1555. |
Q: Price of sugar rises by 20%. By how much percent should the consumption of sugar be reduced so that the expenditure does not change? |
A. | 20 |
B. | 25 |
C. | $$ 16{2\over3}$$ |
D. | $$ 18{2\over3}$$ |
Answer» D. $$ 18{2\over3}$$ | |
1556. |
Q: Present population of a town is 1,76,400. It increased by 5 % annually. The population of Town before 2 Years was…. |
A. | 150000 |
B. | 170000 |
C. | 160000 |
D. | 175000 |
Answer» D. 175000 | |
1557. |
Q: Present ages of Sameer and Anand are in the ratio of 5 : 4 respectively. Three years hence, the ratio of their ages will become 11 : 9 respectively. What is Anand's present age in years? |
A. | 24 |
B. | 27 |
C. | 40 |
D. | Cannot be determined |
E. | None of these |
Answer» B. 27 | |
1558. |
Q: Present ages of father and the son are in the ratio of 6 :1 respectively. 4 year hence the ratio of their ages will become 4:1 respectively. What is the son's present age ? |
A. | 10 year |
B. | 6 year |
C. | 4 year |
D. | 8 year |
E. | None of these |
Answer» C. 4 year | |
1559. |
Q: Present age ratio of A and B is 3:4 four years after it will be 11:14. What is B’s Present age? |
A. | 24 |
B. | 18 |
C. | 22 |
D. | 28 |
Answer» B. 18 | |
1560. |
Q: Present age of Ram and Shyam are in the ratio of 4: 5 respectively. Five year hence the ratio of their age becomes 5:6 respectively. What is Ram’s present age? |
A. | 25 years |
B. | 22 years |
C. | 20 years |
D. | 30 years |
Answer» D. 30 years | |
1561. |
Q: Pratip started the business by investing some money. After some time, Sheela shared double by investing double the money. At the end of the year, the profit was distributed in such a way that 7 times the profit of Pratip was equal to 6 times the profit of Sheela, then after how many months did Sheela join the business. |
A. | 5 months |
B. | 7 months |
C. | 4 months |
D. | 9 months |
Answer» B. 7 months | |
1562. |
Q: Pratap bought a radio at a discount of 25% on the real price. He got 40 Rs more, when he sold it at 140 percent of the cost price. Find the the price at which Pratap bought the radio? |
A. | 800 |
B. | 700 |
C. | 900 |
D. | 600 |
Answer» B. 700 | |
1563. |
Q: Prashant's monthly income is 30% more than that of Vimal. Vimal's monthly income is 20% less than that of Abhishek. If half of the value of the difference between the monthly income of Prashant and Abhishek is Rs.1800, what is the monthly income of Vimal? |
A. | Rs. 72000 |
B. | Rs. 90000 |
C. | Rs.80000 |
D. | Rs.54000 |
Answer» B. Rs. 90000 | |
1564. |
Q: Pranav rows upstream a distance of 56km in 8 hours and rows downstream a distance of 75 km in 3 hours. How much time he will take to row a distance of 44.8 km in still water? |
A. | 2.8hr |
B. | 2.44hr |
C. | 2.2hr |
D. | 3.2hr |
Answer» B. 2.44hr | |
1565. |
Q: Prakash, Sunil and Anil started a business jointly investing Rs. 11 lakhs, Rs. 16.5 lakhs and Rs 8.25 lakhs respectively. The profit earned by them in the business at the end of three years was Rs. 19.5 lakhs. What will be the 50% of Anil's share in the profit? |
A. | Rs. 4.5 lakhs |
B. | Rs. 2.25 lakhs |
C. | Rs. 2.5 lakhs |
D. | Rs. 3.75 lakhs |
E. | None of these |
Answer» C. Rs. 2.5 lakhs | |
1566. |
Q: PQRS is square whose side is 20 cm. By joining opposite vertices of PQRS are get four triangles. What is the sum of the perimeters of the four triangles? |
A. | $$ {40{\sqrt{2}}}$$ |
B. | $$ {40{\sqrt{2}}}+ 40 $$ |
C. | $$ {40{\sqrt{2}}}+ 80 $$ |
D. | $$ {80{\sqrt{2}}}+ 80 $$ |
Answer» E. | |
1567. |
Q: PQRS is a parallelogram, Angle SPQ=60 Degree, QR=40 cm and PQ=10 cm, then find the area of the parallelogram. |
A. | 100√3 sq.cm |
B. | 200√3 sq.cm |
C. | 100 sq.cm |
D. | 500 sq.cm |
Answer» C. 100 sq.cm | |
1568. |
Q: PQR is an equilateral triangle whose side is 10 cm . What is the value (in cm) of the inradius of triangle PQR ? |
A. | 10 |
B. | $$ {5\over{\sqrt{3}}}$$ |
C. | $$ {10\over{\sqrt{3}}}$$ |
D. | $$ {10{\sqrt{3}}}$$ |
Answer» C. $$ {10\over{\sqrt{3}}}$$ | |
1569. |
Q: PQR is a right angled triangle in which PQ = QR . If the hypotenuse of the triangle is 20 cm , then what is the area ( in cm ) of the triangle PQR ? |
A. | $$ {100\over 2}$$ |
B. | 100 |
C. | $$ {50\over 2}$$ |
D. | 50 |
Answer» C. $$ {50\over 2}$$ | |
1570. |
Q: Population of a town increases by 12% every year. If the population of town will be 188160 after 2 years, then what is its present population? |
A. | 150000 |
B. | 160000 |
C. | 155000 |
D. | 165000 |
Answer» B. 160000 | |
1571. |
Q: Population of a city is 7000. In next year the population is increased by 8%, then find the new population? |
A. | 7650 |
B. | 8250 |
C. | 7560 |
D. | 7750 |
Answer» D. 7750 | |
1572. |
Q: Poles are to be created along the boundary of a rectangular field in such a way that distance between any two adjacent poles is 1.5 metres. The perimeter of the field is 21 metres and length and the breadth are in the ratio of 4:3 respectively. How many poles will be required? |
A. | 14 |
B. | 16 |
C. | 15 |
D. | 20 |
Answer» B. 16 | |
1573. |
Q: Point P is the midpoint of segment AB. Co-ordinates of point Pare (2,1) and point B are (11,5) Co-ordinates of point A are |
A. | ( 6.5, 3 ) |
B. | ( 7, 3 ) |
C. | ( -7, -3) |
D. | ( -6.5 , -3 ) |
Answer» D. ( -6.5 , -3 ) | |
1574. |
Q: Point A (2, 1) divides segment BC in the ratio 2 : 3. Co-ordinates of B are (1, -3 ) and C are (4 , y). What is the value of y ? |
A. | -8 |
B. | 7 |
C. | 8 |
D. | -7 |
Answer» C. 8 | |
1575. |
Q: Pipes P and Q can fill a tank in 18 and 27 minutes, respectively, whereas Pipe R can empty the full tank in 54 minutes. P and Q were opened together for 6 minutes and then closed and R was opened. The tank was emptied by R alone in : |
A. | 35 minutes |
B. | 45 minutes |
C. | 30 minutes |
D. | 40 minutes |
Answer» D. 40 minutes | |
1576. |
Q: Pipes A and B together can fill a tank in 16 hours, whereas pipe C alone can empty the full tank in 24 hours. A and B were opened together for 10 hours and then closed. Pipe C was then opened. The tank will now be emptied by C in: |
A. | 18 hours |
B. | 14 hours |
C. | 16 hours |
D. | 15 hours |
Answer» E. | |
1577. |
Q: Pipes A and B are emptying pipes and can empty a tank in 6 hours and 16 hours, respectively. C is a filling a pipe. All the three pipes were opened together. They took 80 minutes to empty $$ {5\over 8}th$$ of the tank. Pipe C alone can fill the tank in: |
A. | 36 hours |
B. | 42 hours |
C. | 48 hours |
D. | 40 hours |
Answer» D. 40 hours | |
1578. |
Q: Pipes A and B can fill a tank in 16 hours and 24 hours, respectively, and Pipe C alone can empty the full tank in x hours. All the pipes were opened together at 10:30 a.m, but C was closed at 2:30 p.m. If the tank was full at 8:30 p.m on the same day, then what is the value of x? |
A. | 48 |
B. | 96 |
C. | 64 |
D. | 45 |
Answer» C. 64 | |
1579. |
Q: Pipe A can fill a tank in 6 hours. Pipe B can fill the same tank in 10 hours – pipe A, B, C together can fill the same tank in 12 hours. In how many hours pipe C can fill the tank alone? |
A. | $$12{1\over2} $$ hours |
B. | 4 hours |
C. | 15 hours |
D. | Not possible |
Answer» E. | |
1580. |
Q: Pipe A can fill a tank in 4 hours and pipe B can fill it in 6 hours. If they are opened on alternate hours and if pipe A is opened first then in how many hours, the tank shall be full? |
A. | $$3{1\over 2}\ hrs$$ |
B. | $$3{1\over 4}\ hrs$$ |
C. | $$4{1\over 2}\ hrs$$ |
D. | $$4{2\over 3}\ hrs$$ |
Answer» E. | |
1581. |
Q: Peter bought an item at 20% discount on its original price. He sold it with 40% increase on the price he bought it. The new sale price is greater than the original price (in percent) by: |
A. | 10 |
B. | 8 |
C. | 7.5 |
D. | 12 |
Answer» E. | |
1582. |
Q: Percentage of the number of students in activity II to that of IV is ? |
A. | 37 |
B. | 42 |
C. | 48 |
D. | 50 |
Answer» E. | |
1583. |
Q: Percentage decrease in Hindu population from 2005 to 2008 is |
A. | 0.5 |
B. | 0.4 |
C. | 0.25 |
D. | 0.15 |
Answer» B. 0.4 | |
1584. |
Q: Per year increase in population from the year 1931 to 1981 is |
A. | 8100000 |
B. | 7600000 |
C. | 8900000 |
D. | 6700000 |
E. | None of these |
Answer» B. 7600000 | |
1585. |
Q: Panu, Jiban and Jalil can complete a certain task individually in 30, 20 and 60 days, respectively. Jiban started work on the task and Panu and Jalil agreed to help Jiban on every third day. How many days will it take to complete the task? |
A. | 13 |
B. | 12 |
C. | 14 |
D. | 15 |
Answer» E. | |
1586. |
Q: PAB and PCD are two secants to a circle . If PA 10 cm , AB = 12 cm and PC = 11 cm , then what is the value ( in cm ) of PD ? |
A. | 18 |
B. | 9 |
C. | 20 |
D. | 12 |
Answer» D. 12 | |
1587. |
Q: PA and PB are two tangents to a circle with center o from a point P outside the circle. A and B are points on the circle. If ∠OAB = 35° than ∠APB is equal to: |
A. | $$70^0$$ |
B. | $$20^0$$ |
C. | $$25^0$$ |
D. | $$35^0$$ |
Answer» B. $$20^0$$ | |
1588. |
Q: P takes 5 more hours to complete a work in comparison to Q. They work together for 6 hours. In how many days can Q complete the same work. |
A. | 8 hours |
B. | 10 hours |
C. | 12 hours |
D. | 15 hours |
Answer» E. | |
1589. |
Q: P=sum of wooden bats of Brand B manufactured by S and wooden bats of Brand A manufactured by W.Q= Difference of Brand B wooden bats and Brand A wooden bats manufactured by U.What is the value of P - Q ? |
A. | 67500 |
B. | 177700 |
C. | 159500 |
D. | 123500 |
Answer» D. 123500 | |
1590. |
Q: P purchase an item for Rs 1200 and sold it on a profit of 10%. If he sells it at Rs 1380 then calculate his increase in profit percentage. |
A. | 0.05 |
B. | 0.1 |
C. | 0.12 |
D. | 0.15 |
Answer» B. 0.1 | |
1591. |
Q: P is six times as large as Q. The percentage that Q is less than P, is: |
A. | $$63{1\over3}\%$$ |
B. | 0.5 |
C. | $$83{1\over3}\%$$ |
D. | 0.7 |
Answer» D. 0.7 | |
1592. |
Q: P is a point outside a circle and is 26 cm away from its centre. A secant PAB drawn form P intersects the circle at points A and B such that PB=32 cm and PA=18cm. The radius of the circle (in cm) is: |
A. | 12 |
B. | 13 |
C. | 10 |
D. | 8 |
Answer» D. 8 | |
1593. |
Q: P can do a piece of work in 60 days & Q can do the same work in 50 days. Find the ratio of working efficiencies of P to Q. |
A. | 2021-03-01 00:00:00 |
B. | 2021-05-06 00:00:00 |
C. | 2021-06-05 00:00:00 |
D. | 2021-05-04 00:00:00 |
Answer» D. 2021-05-04 00:00:00 | |
1594. |
Q: P and R started the work jointly. A few days later U also joined them and thus all of them completed the whole work in 10 days. All of them were paid total Rs.600. What is the Share of U? |
A. | Rs.360 |
B. | Rs.385 |
C. | Rs.240 |
D. | can’t be determined |
E. | None of these |
Answer» D. can’t be determined | |
1595. |
Q: P and Q together can do a job in 6 days. Q and R can finish the same job in 60/7 days. P started the work and worked for 3 days. Q and R continued for 6 days to finish the work. Then the difference of days in which R and P can complete the job alone is |
A. | 12 days |
B. | 15 days |
C. | 10 days |
D. | 8 days |
Answer» D. 8 days | |
1596. |
Q: P and Q entered into a partnership investing Rs.16000 and Rs.12000 respectively. After 3 months P withdrew Rs.5000 while Q invested Rs.5000 more. After 3 more months R joins the business with a capital of Rs.21000. The share of Q exceeds that of R, out of a total profit of Rs.26488 after one year by? |
A. | Rs.3612 |
B. | Rs.3162 |
C. | Rs.3126 |
D. | Rs.3216 |
Answer» B. Rs.3162 | |
1597. |
Q: P and Q are center of two circles with radii 9 cm and 2 cm respectively, where PQ = 17 cm, R is the center of another circle of radius x cm, which touches each of the above two circles externally. If ∠PRQ = 90 °, then the value of x is |
A. | 7 cm |
B. | 8 cm |
C. | 4 cm |
D. | 6 cm |
Answer» E. | |
1598. |
Q: Out of total capital required to start a business A invested 30 %, B invested $$2\over 5$$ and C invested the remaining capital. At the end of one-year sum of Rs. 4000 is earned as a profit which is 20% of the capital given by B, then find how much C invested in the business? |
A. | 25000 |
B. | 10000 |
C. | 15000 |
D. | 12450 |
Answer» D. 12450 | |
1599. |
Q: Out of the given responses one of the factors of (a2-b2)3+(b2-c2)3+(c2-a2)3 is |
A. | (a+b) (a-b) |
B. | (a+b) (a+b) |
C. | (a – b) (a – b) |
D. | (b – c) (b – c) |
Answer» B. (a+b) (a+b) | |
1600. |
Q: Out of the total number of products sold by A and B together in 2011, only 20% are defected. What is the total number of defected products sold by A and B together in 2011? |
A. | 228 |
B. | 128 |
C. | 160 |
D. | 148 |
E. | 138 |
Answer» C. 160 | |