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1851.

In which month did Shikhar plant 15 more trees than in the previous month? Just enter the numeric value for e.g. if the answer is Month 3, write 3. ___

Answer» In which month did Shikhar plant 15 more trees than in the previous month? Just enter the numeric value for e.g. if the answer is Month 3, write 3.
___
1852.

CD∥AB. ∠CBA is 30∘. What is the value of ∠AED?(CA=AB)___

Answer» CDAB. CBA is 30. What is the value of AED?(CA=AB)___
1853.

Tarun had to prepare the document for his meeting urgently but he was hardly pressed for time.

Answer»

Tarun had to prepare the document for his meeting urgently but he was hardly pressed for time.


1854.

Find all the prime factors of 1729 and arrange them in ascending order. Now state the relation, if any, between, two consecutive prime numbers.

Answer» Find all the prime factors of 1729 and arrange them in ascending order. Now state the relation, if any, between, two consecutive prime numbers.
1855.

A car covers 20 km in the first hour and 30 km in the last 4 hours. Find:i) Speed of car in the first hourii) Speed of the car in the last four hoursiii) Average speed of the car

Answer» A car covers 20 km in the first hour and 30 km in the last 4 hours. Find:

i) Speed of car in the first hour

ii) Speed of the car in the last four hours

iii) Average speed of the car
1856.

Q29. The respective ratio between the ages of Samir, Joy and Pradeep is 16 : 14 : 13, The sum of their ages is 86. What will be the respective ratio between their ages 4 years hence?

Answer»

Q29. The respective ratio between the ages of Samir, Joy and Pradeep is 16 : 14 : 13, The sum of their ages is 86. What will be the respective ratio between their ages 4 years hence?


1857.

The height of an equilateral triangle is 4√3cm. The ratio of the area of its circumcircle to that of its incircle is -

Answer»

The height of an equilateral triangle is 43cm. The ratio of the area of its circumcircle to that of its incircle is -


1858.

The average incomes of the people in two villages are P and Q, respectively. Assume that P≠Q. A person moves from the first village to the second village. The new average incomes are P' and Q', respectively. Which of the following is not possible?

Answer»

The average incomes of the people in two villages are P and Q, respectively. Assume that PQ. A person moves from the first village to the second village. The new average incomes are P' and Q', respectively. Which of the following is not possible?



1859.

Consider the marks obtained by 20 students out of 100 marks in a science quiz 30 40 50 35 55 60 40 30 60 75 75 60 30 40 60 55 35 50 40 30 What is the frequency of 60 marks out of 100?

Answer»

Consider the marks obtained by 20 students out of 100 marks in a science quiz

30 40 50 35 55 60 40 30 60 75

75 60 30 40 60 55 35 50 40 30

What is the frequency of 60 marks out of 100?


1860.

8. A person walks up a stalled 15 m long escalator in 90 seconds. When standing on

Answer» 8. A person walks up a stalled 15 m long escalator in 90 seconds. When standing on
1861.

Which of the following would be the step I?

Answer»

Which of the following would be the step I?


1862.

Eight years ago, Raghav was four times as old as his brother Pankaj. Four years hence, Raghav's age will exceed his brother's age by 6 years. The ratio of the present ages of Raghav and his brother is

Answer»

Eight years ago, Raghav was four times as old as his brother Pankaj. Four years hence, Raghav's age will exceed his brother's age by 6 years. The ratio of the present ages of Raghav and his brother is

1863.

Using digit sum rule, determine if 1626 is a perfect square.

Answer» Using digit sum rule, determine if 1626 is a perfect square.
1864.

5 men or 8 women can reap a field in 12 days. Find the number of days (approximately) taken by 3 men and 4 women to reap the same field.

Answer»

5 men or 8 women can reap a field in 12 days. Find the number of days (approximately) taken by 3 men and 4 women to reap the same field.


1865.

How to represent √9.3 on number line.

Answer» How to represent 9.3 on number line.
1866.

22.1. what are the zeros of f(x),If f(x) = 4x4 21x2 + 27,

Answer» 22.1. what are the zeros of f(x),If f(x) = 4x4 21x2 + 27,
1867.

A river is flowing with the speed of 4 m/s. A swimmer wants to reach just opposite point on the other bank. If speed of the swimmer in still water is 3 m/s, then the swimmer should swim at angle- (1) 143^° with the direction of nver flow (2) 127^° with the direction of river flow (3) 30^° with normal of the bank (4) Swimmer cannot reach just opposite point on the other bank while swimming

Answer» A river is flowing with the speed of 4 m/s. A swimmer wants to reach just opposite point on the other bank. If speed of the swimmer in still water is 3 m/s, then the swimmer should swim at angle- (1) 143^° with the direction of nver flow (2) 127^° with the direction of river flow (3) 30^° with normal of the bank (4) Swimmer cannot reach just opposite point on the other bank while swimming
1868.

In how many different ways can you cut a rectangle into half? Draw 5 different ways.

Answer» In how many different ways can you cut a rectangle into half? Draw 5 different ways.
1869.

if n is any odd positive integer then n^2 - 1 is always divisible bya) 6b) 8c) 10d) 16

Answer» if n is any odd positive integer then n^2 - 1 is always divisible by
a) 6
b) 8
c) 10
d) 16
1870.

find the remainder : 7^{21}+7^{22}+7^{23}+7^{24 } is divided by 25

Answer» find the remainder : 7^{21}+7^{22}+7^{23}+7^{24 } is divided by 25
1871.

If two pipes function simultaneously, then the reservoir can be filled in 12 hours. First pipe fills thereservoir 10 hours faster than the second. How many hours will the second pipe take to fill thereservoir?

Answer» If two pipes function simultaneously, then the reservoir can be filled in 12 hours. First pipe fills thereservoir 10 hours faster than the second. How many hours will the second pipe take to fill thereservoir?
1872.

If a, b, c, d are in H.P., then ab + bc + cd is equal to(1) 3ad(2) (a + b)(c + d)(3) 3ac(4) 0

Answer» If a, b, c, d are in H.P., then ab + bc + cd is equal to
(1) 3ad
(2) (a + b)(c + d)
(3) 3ac
(4) 0
1873.

40. Mid Points of the sides AB and AC of a Triangle ABC are (3,5) (-3,-3) respectively then the length of the side BC is

Answer» 40. Mid Points of the sides AB and AC of a Triangle ABC are (3,5) (-3,-3) respectively then the length of the side BC is
1874.

What is interference ratio for mininmum and maximum

Answer» What is interference ratio for mininmum and maximum
1875.

21. A(1, 2) and B(7, 10) are two points. If P(x, y) is a pointsuch that the angle APB is 60^° and the area of thetriangle APB is maximum, then which of the followingis/are true?(a) P lies on any line perpendicular to AB(b) P lies on the right bisector of AB.(c) P lies on the straight line 3x +4y 36.(d) P lies on the circle passing through the points (1, 2)and (7, 10) and having a radius of 10 units.

Answer» 21. A(1, 2) and B(7, 10) are two points. If P(x, y) is a pointsuch that the angle APB is 60^° and the area of thetriangle APB is maximum, then which of the followingis/are true?(a) P lies on any line perpendicular to AB(b) P lies on the right bisector of AB.(c) P lies on the straight line 3x +4y 36.(d) P lies on the circle passing through the points (1, 2)and (7, 10) and having a radius of 10 units.
1876.

The length of seconds hand of a watch is 1 cm. The change in velocity of its tip in 15 second (in cm/s) is (1) Zero (2) π/30\surd2 (3) π/30 (4) 2π/30\surd2

Answer» The length of seconds hand of a watch is 1 cm. The change in velocity of its tip in 15 second (in cm/s) is (1) Zero (2) π/30\surd2 (3) π/30 (4) 2π/30\surd2
1877.

The intensity of light produced by a light source varies inversely as the square of the distance from the source. If the intensity of light produced 3 feet from a light source is 750 foot-candles, find the intensity of light produced 5 feet from the same source. [4 MARKS]

Answer»

The intensity of light produced by a light source varies inversely as the square of the distance from the source. If the intensity of light produced 3 feet from a light source is 750 foot-candles, find the intensity of light produced 5 feet from the same source. [4 MARKS]

1878.

In a flower bouquet, 1330 of the flowers were roses, 25 of the flowers were orchids and the remaining were gladioli. If the number of gladiola flowers were 7, how many flowers were there in the bouquet?

Answer» In a flower bouquet, 1330 of the flowers were roses, 25 of the flowers were orchids and the remaining were gladioli. If the number of gladiola flowers were 7, how many flowers were there in the bouquet?
1879.

10. Three horses are tethered with 7m long ropes at three corners of a triangular field having sides 20m, 34m,42m .Find the area of the plot which can be grazed by horses

Answer» 10. Three horses are tethered with 7m long ropes at three corners of a triangular field having sides 20m, 34m,42m .Find the area of the plot which can be grazed by horses
1880.

A firm has tractors of four models A, B, C and D. Four tractors (two of model B and one each of models C and D) plough a field in 2 days. Two model A tractors and one model C tractor take 3 days to do this job. Three tractors one each of models A, B and C take 4 days to do the same task. How long will it take to do the job if a team is made up of four tractors of different models?

Answer»

A firm has tractors of four models A, B, C and D. Four tractors (two of model B and one each of models C and D) plough a field in 2 days. Two model A tractors and one model C tractor take 3 days to do this job. Three tractors one each of models A, B and C take 4 days to do the same task. How long will it take to do the job if a team is made up of four tractors of different models?


1881.

The least number which when divided by 6, 9, 12 and 18 leaves no remainder is

Answer» The least number which when divided by 6, 9, 12 and 18 leaves no remainder is
1882.

There are 4 routes between Delhi and Patna. In how many different ways can a man go from Delhi to Patna and return, if for returning (i) any of the routes is taken; (ii) the same route is taken ; (iii) the same route is not taken ?

Answer»

There are 4 routes between Delhi and Patna. In how many different ways can a man go from Delhi to Patna and return, if for returning

(i) any of the routes is taken;

(ii) the same route is taken ;

(iii) the same route is not taken ?

1883.

A given quantity of rice is sufficient for 60 persons for 3 days. How many days would the rice last for 18 persons?

Answer» A given quantity of rice is sufficient for 60 persons for 3 days. How many days would the rice last for 18 persons?
1884.

Solve the following.The length of the shadow of an electric pole is 20m. At the same time, the length of the shadow of a tree of height 6m is 8m. Find the height of the electric pole.

Answer»

Solve the following.



The length of the shadow of an electric pole is 20m. At the same time, the length of the shadow of a tree of height 6m is 8m. Find the height of the electric pole.

1885.

If the ratio of marks obtained by Ankit in the internals of all three subjects (Economics, Finance and Accounts) in that order is 9:3: 4, then what was the ratio of marks scored by Sachin in the externals of those three subjects in the same order?

Answer»

If the ratio of marks obtained by Ankit in the internals of all three subjects (Economics, Finance and Accounts) in that order is 9:3: 4, then what was the ratio of marks scored by Sachin in the externals of those three subjects in the same order?


1886.

In a shooting competition, a marksman receives Rs.1 if he hits the mark and pays 30 paise if he misses it. He tried 50 shots and was paid Rs.11. How many times did he hit the mark?

Answer»

In a shooting competition, a marksman receives Rs.1 if he hits the mark and pays 30 paise if he misses it. He tried 50 shots and was paid Rs.11. How many times did he hit the mark?


1887.

How many 10 digit number can be made from 0 to 9 without any number getting repeated

Answer» How many 10 digit number can be made from 0 to 9 without any number getting repeated
1888.

8. If f: X→ Y be defined by f(x)=\sqrt3 sinx + cosx+4 is one-one and onto,then Y =(a) \lbrack1, 5\rbrack (b) \lbrack2, 6\rbrack (c) \lbrack2,5\rbrack (d) \lbrack1,4\rbrack

Answer» 8. If f: X→ Y be defined by f(x)=\sqrt3 sinx + cosx+4 is one-one and onto,then Y =(a) \lbrack1, 5\rbrack (b) \lbrack2, 6\rbrack (c) \lbrack2,5\rbrack (d) \lbrack1,4\rbrack
1889.

At what time, between 3 o'clock and 4 o'clock, will both the needles coincide with each other?

Answer»

At what time, between 3 o'clock and 4 o'clock, will both the needles coincide with each other?


1890.

The elevation of a tower at a station A due north of it is 45∘ and at a station B due west of A is 30∘. If AB = 40 m, find the height of the tower:

Answer»

The elevation of a tower at a station A due north of it is 45 and at a station B due west of A is 30. If AB = 40 m, find the height of the tower:


1891.

The total export of rice in 1994 was what percent of the total export in the year 1991 and 1993 ?

Answer»

The total export of rice in 1994 was what percent of the total export in the year 1991 and 1993 ?


1892.

The coordinates of circumcentre of the triangle with vertices (2,3), (4, - 1) and (4,3) are

Answer» The coordinates of circumcentre of the triangle with vertices (2,3), (4, - 1) and (4,3) are
1893.

Find the next number in the sequence. 14, 28, 20, 40, 32, 64, __

Answer»

Find the next number in the sequence.

14, 28, 20, 40, 32, 64, __


1894.

100 - Sum of first 9 odd natural numbers = ___ .

Answer» 100 - Sum of first 9 odd natural numbers = ___ .
1895.

A sphere of radius 13 cm is cut by a plane whose distance from the centre of the sphere is 5cm. What is the circumference of the section so obtained?

Answer»

A sphere of radius 13 cm is cut by a plane whose distance from the centre of the sphere is 5cm. What is the circumference of the section so obtained?

1896.

Question 3 (ii)For the following A.Ps, write the first term and the common difference.(ii) -5, - 1, 3, 7 …

Answer» Question 3 (ii)

For the following A.Ps, write the first term and the common difference.

(ii) -5, - 1, 3, 7 …


1897.

Let S be the set of all pairs (i,j) where 1≤ i < j ≤ n and n≥ 4. Any two distinct members of S are called friends, if they have one constituent of the pairs in common and “enemies” otherwise. For example, if n=4, then S={(1,2),(1,3),(1,4),(2,3),(2,4),(3,4)}. Here (1,2), (1,3) are friends but (1,4), (2,3) are enemies. For a general 'n', how many enemies will each member of S have?

Answer»

Let S be the set of all pairs (i,j) where 1 i < j n and n 4. Any two distinct members of S are called friends, if they have one constituent of the pairs in common and “enemies” otherwise. For example, if n=4, then S={(1,2),(1,3),(1,4),(2,3),(2,4),(3,4)}. Here (1,2), (1,3) are friends but (1,4), (2,3) are enemies.
For a general 'n', how many enemies will each member of S have?

1898.

Sides of a right triangular field are 25m,24m and m.At the three corners of the field ,a cow, a buffalo and a horse are tied separately with ropes of 3.5 m each to graze in the field find the area of the field that cannot be grazed by these animals

Answer» Sides of a right triangular field are 25m,24m and m.At the three corners of the field ,a cow, a buffalo and a horse are tied separately with ropes of 3.5 m each to graze in the field find the area of the field that cannot be grazed by these animals
1899.

The rate of change of volume of a sphere with respect to its surface area, when the radius is 2 cm, is _________________.

Answer» The rate of change of volume of a sphere with respect to its surface area, when the radius is 2 cm, is _________________.
1900.

Neha Gupta is a Science graduate passed in 2008 with 47% at the age of 24 years. She had scored 64% marks in HSC. She has also passed M.Sc. with 58% marks. She has done a certificate course in computers.

Answer»

Neha Gupta is a Science graduate passed in 2008 with 47% at the age of 24 years. She had scored 64% marks in HSC. She has also passed M.Sc. with 58% marks. She has done a certificate course in computers.