You Are On Multi Choice Question Bank SET 3826
191301. A book costs Rs.35 and a pen costs Rs.20. A person has purchased less number of books than the number of pens by spending maximum amount out of Rs. 350, that he has. The amount left unspent (in rupees) is
191302. Which one of the following point does not lie in the region bounded by x + y < 5, 2x - 4y >1 and x < y is
191303. If A gives Rs.30 to B, then B will have twice the money left with A. If B gives Rs.10 to A, then A will have thrice as much money as is left with B. Then the amount A has initially (in rupees) is
191307. In 12 hours, how many times the hours and minutes hands of a clock will coincide with- each other?
191308. At what time between 3 O'clock and 4 O'clock will the hands of a clock lie on a straight line but do not coincide?
191309. A clock is set right at 8AM on 1.1.2018. The clock gains 15min in 24hours. The time on the clock when the actual time is 10 AM on 4.1.2018, is (nearly)
191310. A well of 4m diameter and 35m deep is dugout and the excavated soil is transported in a rectangular parallelopiped shaped truck with dimensions $$5m\times2m\times0.5m$$. To avoid over during transportation only 80% of its capacity is filled. If the loose soil occupies 20% more space while filling into the truck, then the number of trips required to transport the soil completely away from the place of digging is
191311. If the volumes of a sphere and a cube are in the ratio $$9\pi$$ : 2, then the ratio of the radius of the sphere to the edge of the cube is
191312. The dimensions of a rectangular plot is $$40m\times20m$$. A path is formed across the plot along the length and breadth with a uniform width of 2 meters. If the cot of forming, the path is Rs. 500 per sq.meter, the cost of laying that path (in Rs.) is
191313. A person packs sweets boxes of dimensions $$15cm\times15cm\times15cm$$ in a basket of size $$120cm\times120cm\times120cm$$. If he now wants to carry the maximum number of cubical boxes having the maximum integer dimensions but less than the dimensions of the earlier boxes without leaving any space unused, the number of such boxes he can carry is
191314. From a circle of radius 12cm centered at O, a sector OAB of are length $$8\pi$$ cm is cut and from it a cone is formed by joining OA and OB. If the volume of the cone is V cubic cm and its lateral surface area is S square cm, then V:S =
191315. A solid sphere of radius $$r$$ is melted and with that material a solid cone and twenty two identical solid cubes were made. If the height of cone and edge of each cube are each equal 9 to half the radius of the sphere, then the ratio of the radius of the cone to its height is
191316. What is the area (in sq. cms) of the shaded portion of the following diagram in which each side of the triangle is 14 cms and its vertices being the centres of three mutually touching circles?
191317. Let $$\triangle$$ be the area of the circumcircle of a right angled triangle ABC with $$\angle B$$ = 90°. Let $$\triangle_1 and \triangle_2$$ be areas of the two circle with diameters BC and BA respectively. Then
191318. From each of the corners of a rectangular sheet of dimensions $$36cm\times24cm$$, a small square of dimensions $$4cm\times4cm$$ is removed. If the edges on the four sides are folded and a box is formed then the volume of the box so formed (in cm3)
191319. In a square of side 8 cm, 5 identical circles are placed as shown in the figure. Then the radius (in cms) of each of the circle is 
191320. Two identical circles intersect such that their centers and their points of intersection, form a square of side 4cm. Then the area (in sq.cms) of the portion that is common to the two circles is
191322. An equilateral triangular plate is completely cut into n number of identical small equilateral triangular plates. Which one of the following can be a possible value for n
191324. A train started at 9AM from a station A with a speed of 72 km/hr. Another train after tvvo hours started from the station B towards A with a speed of 90 km/ph. The two trains are expected to cross each other at 1.30 PM. At 12 noon because of the signals both the trains reduced their speeds by the same quantity and they crossed each other at 4.30 PM. The speed of the train, after 12 noon, that started from the station A, is
191325. A left his house for school t min late from normal time and travelled with $$\frac{4}{3}$$ of his usual speed and reached the school in t minutes early. Next day he left home, t minutes early than the previous day and travelled with $$\frac{8}{11}$$ of his usual speed. He reached his school in
191326. Two points A and B lie along a line at a distance of 120km apart. P and Q start at the same time from A and B with speeds 40km/h and 60km/h respectively. They travel towards each other and after their meeting for the first time, they then go in reverse directions and also interchange their speeds. These speeds are continued in their further journey. After reaching their respective starting points, they reverse their directions of travel and proceed towards each other again. The time taken by them to meet each other 2nd time is
191327. A person rows a distance of 12 kms in down stream and returns to the starting point. The difference between the times taken to travel in down stream and that of upstream is 6 hours. If he doubles his speed throughout the above trip, then the difference between the times taken to cover in down stream and upstream is 1 hour. Then the speed of the current in km per hour is
191328. Certain amount is divided into 3 parts such that those parts yields the equal interest after 1, 2 and 3 years respectively at 4% simple interest per annum. Then the ratio between the three parts respectively is
191329. A man borrows Rs. 5000 at the rate of 10% compound interest per annurn• At the end of each year he pays back Rs. 1500 for the first 2 years. The am ount he should pay at the end of 3rd year to clear the loan (in Rs.) is
191330. The equal annual installment which clears the debt of Rs.7620 due in 3 years at $$16\frac{2}{3}$$% per annum compounded is (in Rs.)
191331. A tree is growing in height at the rate of 10% per annum. The present height of the tree is 1815 cm. The height of the tree 3 years back was (approximately) in cms
191332. Two partners invested Rs.1,25,000 and Rs.85,000 respectively in a business. They agreed to share 60% of the profit equally and the remaining profit as interest on their respective capitals. If one partner gets Rs.300 more than the other partner, the profit on the business is (in Rs)
191333. Let A and B enter into a partnership with capitals in the ratio 5:6 and at the end of 8 months A withdrew from the business. If they shared the profits in the ratio 5:9, the number of months B's capital remained in the business is
191334. A, B and C enter into a partnership by pooling the capital. A advances one-third of the capital for one third of the time. B advances half of the capital for half of the time. C advances the remaining part of the capital for whole the period. The ratio in which they divide the profit obtained in the business is
191335. A, B, C started a business by investing Rs.6500, Rs.8400 and 10,000 respectively. As working partner A takes 5% of the profit as his salary. A withdraws his capital after 6 months, B after 5 months and C after 3 months from the begining. If the profit earned was Rs.7400, then the total amount received by A is (in Rs.)
191336. If the difference between the simple interest and compound interest for two years on a certain sum at the rate of 10% per annum when compounded half yearly is Rs. 124.05 then the sum is (in Rs.)
191337. If an amount doubles in 5 years at compound interest, then the number of years required to make it eight times at the same rate of compound interest is
191338. A person invested his money in the three schemes P, Q and R. The am_ ount invested it scheme R was 150% of the amount invested in a scheme P and 240% of the amount invest; in scheme Q. The rate of interest he gets from schemes P, Q and R are respectively ioZ 12% and 15% per annum. If the total interest accumulated is Rs.3200 for an year, investment in scheme Q is (in Rs.)
191339. A person invest certain amounts in two banks in such a way that the simple interest fro one bank at 10% per annum for 5 years is equal to that from another bank at 9% per annul/ for 6 years, then the ratio between the two amounts
191340.
Read the following graph and answer the questions below
The diagram below shows the enrolment of students in a school in different years, from 2014 to 2017.
The total number of students enrolled in the years 2014, 2016, 2017 put together is
191342. The ratio of enrolment of students in the year 2015 to that in the years 2014 an 2014at together is
191345. In the year 2016, what is the approximate percentage of sales of cars of type 'C' in the total number of cars sold in that year?
191346. During the given period, the car model that has registered highest growth percent in sales is
191347. The year in which cars of model 'D' registered highest growth percent in the sales, over the previous year is
191348. The year in which the company registered highest growth percent in the total sales of cars, over its previous year is
191349. The approximate percentage increase in the sales of Cars of models A and D put together in the year 2016 over the year 2013 is
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