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3651.

At the beginning of a year, the owner of a jewel shop raised the price of all the jewels in his shop by x %and lowered them by x %. The price of one jewel after this up and down cycle reduced by Rs. 100. The owner carried out the same procedure after a month. After this second up-down cycle, the price of that jewel was Rs. 2304. Find the original price of that jewel (in Rs.)

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ANSWER :2500
3652.

A conical vessel whose internal radius is 12 cm and height 50 cm is full of liquid. The contents are with radius (internal) 10cm. The height to which the liquid rises in the cylindrical vessel is :

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25 cm
20cm
24cm
22cm

Answer :C
3653.

There are 10 questions in a question paper. In how many ways, a student can solve these questions, if he solves one or more questions?

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1024
1025
1023
1000

Answer :C
3654.

If all C'_s occur together and all U'_s also occur together, then how many arrangements are possible of the SUCCESSFUL?

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5745
2760
6720
5432

Answer :C
3655.

The volume and heigh of a right circular cone are 1232cm^(3) and 24 cm respectively , the area of its curved surface( incm^(2)) is :

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1100
225
616
550

Answer :D
3656.

If the diagonals of a quadrilateral are equal and bisect each other at right angles, then the quadrilateral is a

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REACTANGLE
SQUARE
RHOMBUS
trapezium

Answer :B
3657.

HCF and LCM of two numbers are 7 and 140 respectively. If the numbers are between 20 and 45, the sum of the numbers, is :

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70
77
63
56

Answer :C
3658.

If log 2 = 0.3010, the number of digits in 5^(20) is:

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16
14
8
none of these

Answer :B
3659.

A teacher gave sum to his class to find the average of n numbers viz. 1,2,3,4,5,6,… etc. but when the teacher checked the solution, he has found that during the calculation a student just missed a number for the addition thus his average of the n number was 15. The value of n is :

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30
26
31
not unique

Answer :D
3660.

There is a circle of AB diameter equal to 14 cm . There is a point p on circumference such thatchord PB = 12 . PN bot ABfind BN

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Answer :` X = 10 (2)/(7) cm`
3661.

Find the reflection of a point (3,-4) in y Axis

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ANSWER :`(##AMC_SSC_MAT_C23_SLV_031_A01##)`
3662.

A sum of money is borrowed back in two annual installments of Rs. 338 each allowing 8(1)/(3)%compound interest. The sum borrowed was :

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ANSWER :RS. 600
3663.

If [.] denotes the greatest integer less than or equal to x and (.) denotes the least integer greater than or equal to x, then domain of the function f(x)=sin^(-1){x+[x]+(x)} is

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80
`-80`
72
none of these

ANSWER :D
3664.

If[x] read as the greatest ingeger less than or equal to x, {x} is the least integer greater than interger less than or equal to x, {x} is the least interger greater than or equal to x. Further, f(x, y) = [x] + {y} and g(x, y) = {x}- {y} and P (x,y) = f(x , y) +g(x,y) and Q (x,y) = f(x,y) -g(x,y) If x = 16 and y = 25 then the value of P(x, y) + Q(x,y) is:

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90
200
can't be DETERMINED
NONE of these

ANSWER :D
3665.

Four milkmen rented a pasture. M put to graze 16 cows for 3 months and N 42 cows for 4 months, O 18 cows for 6 months and P 42 cows for 2 months. If M's share of rent be Rs. 2400, the rent paid by O is.-

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ANSWER :RS. 5400
3666.

A running man crosses a bridge of length 500 meters in 4 minutes. At what speed he is running?

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8.5 km/hr
7.5 km/hr
9.5 km/hr
6.5 km/hr

Answer :D
3667.

A dice is rolled three times and sum of three numbers appearing on the uppermost face is 15. The chance that the first roll was four is

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`2//5`
`1//5`
`1//6`
NONE of these

ANSWER :D
3668.

If x=cos10^(@)cos20^(@)cos40^(@), then x = ?

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`(1)/(4)tan10^(@)`
`(1)/(8)tan10^(@)`
`(1)/(4)cot10^(@)`
`(1)/(8)cot10^(@)`

ANSWER :A::C
3669.

The weight of a person on earth is 600 N. His weight on moon will appear as

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6
12
18
15

Answer :B
3670.

Solve the following system of equations : (2x)/(a)+(y)/(b)=2, (x)/(a)-(y)/(b)=4:

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2/a,2/B
2A-2b
(-2a),2b
a/2,(-b/2)

ANSWER :B
3671.

The ratio of milk and water in a mixture of 80 ltis 9:7 .We added 121/2it milk to the mixture , then find the ratio of milk and water .

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`23:14`
`30:1`
`21:29`
`5:7`

ANSWER :A::B
3672.

The circumference of the circle is 176m. Then the area of the circle is:-

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a. 2464m^2
b. 2164m^2
C. 2346m^2
d. 2246m^2

Answer :C
3673.

If 2 men or 3 women or 4 boys can do a piece of work in 52 days, then the same piece of work will be done by 1 man, 1 woman and 1 boy in :

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48 days
36 days
45 days
none of these

Answer :A
3674.

685.005 + 5 - sqrt? = 16.99xx6.01

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a. 62.5
B. 12.25
c. 24
d. 84.1

Answer :B
3675.

ABCD is a rhombus, AB is extended to F and BA to E such that AB = AE = BF then what is the result?

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`ED^2 + CF^2 = EF^2`
`ED//CF`
`ED GT CF`
`ED 1 CF`

ANSWER :D
3676.

A typist while typing the numbers from 600 to799 mistakenly he typed 8 every time in place of 6. So the total number of times he has typed 8 is :

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A. 300
B. 230
C. 180
D. NONE of these

ANSWER :C
3677.

The set of natural numbers is closed under the binary operations of :

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ADDITION, SUBTACTION, MULTIPLICATION and division
addition, subtaction, multiplication but not division
addition and multiplication but not subtaction and division
addition and SUBTRACTION but not multiplication and division

Answer :A
3678.

125 identical cubesare cut froma big cube and all the smaller cubesare arranged in a row to form along cuboid . What is the percentage increasein the total surface area of the cuboid over the total surface area of the cube ?

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`234 (2)/(3)%`
`235(1)/(3)%`
`134(2)/(3)%`
NONE of these

ANSWER :A
3679.

A coin is tossed twice and the four possible outcomes are assumed to beequally likely. If A is the event, both head and tail have appeared, and B bethe event, at most one tail is observed, find P(A),\ P(B),\ P(A//B)\ a n d\ P(B//A)dot

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`2/3 ,1`
`1/3,2/3`
`1,2/3`
NONE of these

Answer :A
3680.

In the following figure , the area in (cm^(2)) is :

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115.5
228.5
154
none of the above

ANSWER :A
3681.

A, B and C can do a work in 25, 40 and 60 days respectively. All three start the work together and work for 5 days then A left and B left 10 days before the completion of work, how much time shall be taken to do whole work?

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ANSWER :`25(1)/(5)` DAYS
3682.

If the percentage production of P type cars in 2013 was the same as that in 2012, then the number of P type cars produced in 2013 would have been

Answer»

a.140000
b.132000
c.117000
d.105000

3683.

A big cube is formed by rearranging the 160 coloured and 56 non-coloured similar cubes in such a way that the exposure of the coloured cubes to the outside is minimum. The precentage of exposed area that is coloured is :

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`25.9%`
`44.44%`
`35%`
NONE of these

Answer :B
3684.

A person bought 4 articles for Rs 15 and sold 6 articles for 25 Rs over all he gains Rs 25. Find the number of articles he bought?

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ANSWER :60
3685.

A trader earns 20% profit even after allowing 30% discount to his customers. Minimum how much per cent does his balance weigh less than what it should weigh?

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41.67
55.55
16.67
56

Answer :A
3686.

Find the number of unique Prime factors of 600.

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Solution :`600 2xx2xx2xx3xx5xx5 = 2^3xx3^1xx5^2`
Therefore the TOTAL NUMBER of PRIME factors of 600 = 3 + 1 + 2 = 6
3687.

The ratio of speed at which Anil and Mukesh walk is 3:4 .Anil takes 30 minutes more then the time taken by Mukesh in reaching the destination.What is the total distance travelled by each of them if the average of speeds of Anil and Mukesh is 28 km/h?

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48 km
60 km
17 km
70 km

Answer :A
3688.

The ratio of speed at which Anil and Mukesh walk is 3:4 .Anil takes 30 minutes more then the time taken by Mukesh in reaching the destination.If Anil drives the car at twice the speed of his walking then the time required to reach his destination by car is:

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45 min
60 min
1.5 H
1 h 20 min

Answer :B
3689.

If( m + 1) = sqrt( n) + 3the value of(1)/(2) (( m^(3) - 6 m^(2) + 1 2m - 8)/( sqrt(n))- n ) is

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0
1
2
3

Answer :A
3690.

If tantheta=(xsinphi)/(1-xcosphi)&tanphi=(ysintheta)/(1-ycostheta), then (x)/(y)=?

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`(SINTHETA)/(sinphi)`
`(sinphi)/(sintheta)`
`(sinphi)/(1-costheta)`
`(sintheta)/(1-cosphi)`

ANSWER :A
3691.

A vertical stick 12 m long casts a shadow 8 m long on the ground. At the same time, a tower casts a shadow of 40 m long on the ground. The height of the tower is

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60 m
65 m
70 m
72 m

Answer :A
3692.

A person starts walking from A towards B at 6 am and reaches at 10 am. Another person from B starts walking towards A at 8 am and reaches at 11:30 am. Find the time at which they will meet each other.

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ANSWER :` 8:56 am `
3693.

What is the valueof((1 + x)/(1 - x^(4)))/(( x^(2))/( 1 + x^(2))) xx x ( 1 - x) ?

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`(1)/(X)`
`x^(2)-1`
`x+1`
`x`

ANSWER :A
3694.

121% of 5103 = ?

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ANSWER :A
3695.

BL and CN are the two medians of the DeltaABC where angleA=90^(@). If BC=5cm,BL=(3sqrt5)/(2)cm then find the value of CN.

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`3sqrt5`
`SQRT5`
`2SQRT5`
`5SQRT3`

Answer :C
3696.

If a number 6784329x145 is divisible by 11, then find the value of x.

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3
4
5
7

Answer :B
3697.

If sinA+cosecA=3, then find the value of (sin^(4)A+1)/(sin^(2)A).

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1
0
7
11

3698.

Two whole numbers, whose sum is 64, can not be in the ratio:

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0.046527777777778
0.12847222222222
0.21597222222222
0.043055555555556

Answer :B
3699.

If a/b = c/d =e/f = 4, then (m ^(2) a + n^(2) c + p ^(2) e )/( m ^(2) b + n ^(2) d + p ^(2) f )=?

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1
4
8
16

Answer :B
3700.

A shopkeeper marks his goods 40% above the cost price. He allows a discount of 5% for cash payment to his customers. He receives Rs. 1064 after paying the discount. His profit is

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RS 264
Rs 164
Rs 200
Rs 800

Answer :A