The sum of face values of 4 and 8 in any number having 4 and 8 as digits, is:
A)
12
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B)
32
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C)
6
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D)
48
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E)
None of these
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Difference of the largest and the smallest 5-digit numbers formed by the digit number formed by the digits 6,0,9,5 where 0 repeated twice is:
A)
46431
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B)
49250
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C)
39996
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D)
39600
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E)
None of these
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Difference of the values of Roman numerals \[\overline{V}CDV\]and M C M L V is equal to the value of:
A)
\[\overline{V}LV\]
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B)
MMMCDL
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C)
MMCDV
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D)
MMMDLV
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E)
None of these
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Which of the following sets of numbers in sequence will make the given number sentence true? \[----\,\,\,\times \,\,\,-------\,\,\,+\,\,------\,\,\,\div \,\,------\,\,\,-=39\]
A)
2, 4, 16, 8, 1
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B)
8, 4, 16, 2, 1
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C)
4, 16, 2, 1, 8
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D)
16, 2, 8, 4, 1
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E)
None of these
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Which one of the following numbers is divisible by 33?
A)
3146
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B)
2541
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C)
4565
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D)
5571
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E)
None of these
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The least number which when decreased by 7 is exactly divisible by 8, 14, 24 and 36, is:
A)
497
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B)
504
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C)
511
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D)
490
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E)
None of these
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Which one of the following is not a perfect square?
A)
324
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B)
256
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C)
441
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D)
490
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E)
None of these
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If the L.C.M. of two numbers is 315, then which of the following numbers cannot be the H.C.F. of the numbers?
A)
315
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B)
105
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C)
63
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D)
84
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E)
None of these
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What is the product of the fractions represented by shaded parts and unshaded parts in the given figure?
A)
\[\frac{16}{81}\]
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B)
\[\frac{8}{49}\]
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C)
\[\frac{12}{25}\]
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D)
\[\frac{15}{64}\]
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E)
None of these
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The sum \[\left( 12\frac{1}{4}+12\frac{1}{4}+12\frac{1}{4}+12\frac{1}{4} \right)\] is Same as:
A)
\[(12\times 4)\]
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B)
\[(12\times 4)+1\]
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C)
\[(12\times 4)+\frac{1}{4}\]
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D)
\[\left( 12\times \frac{1}{4} \right)+1\]
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E)
None of these
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The sum of 'a' and 'b' in the given Magic square for fractions, where the sum of fractions in each row, column and diagonal is same, will be:
\[\frac{8}{30}\]
\[\frac{18}{30}\]
a.
b
\[\frac{10}{30}\]
\[\frac{14}{30}\]
\[\frac{16}{30}\]
\[\frac{2}{30}\]
\[\frac{12}{30}\]
A)
\[\frac{7}{30}\]
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B)
\[\frac{10}{30}\]
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C)
\[\frac{12}{30}\]
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D)
\[\frac{8}{30}\]
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E)
None of these
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The smallest possible decimal fraction upto four decimal places is:
A)
0.0011
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B)
0.0001
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C)
0.0010
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D)
0.1001
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E)
None of these
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\[\frac{1}{10}\] of \[(0.4\times 0.6+0.8\div 0.4-0.1)\] is equal to:
A)
0.214
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B)
0.312
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C)
2.16
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D)
0.42
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E)
None of these
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If the cost of half litre of milk is Rs. 22.50, then the cost of two and half litres of milk will be:
A)
Rs. 148.50
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B)
Rs. 225
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C)
Rs. 112.50
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D)
Rs. 116.50
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E)
None of these
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For what values of x and y, the ratios \[x:45\]and \[14:y\]are equivalent to 60 : 90?
A)
\[x=15,\,\,Y=21\]
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B)
\[x=30,\,\,Y=28\]
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C)
\[x=40,\,\,Y=42\]
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D)
\[x=30,\,\,Y=21\]
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E)
None of these
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The ratio of x and y is 7:5. If the value of y is 45, then the value of x is:
A)
68
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B)
56
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C)
49
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D)
70
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E)
None of these
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48 men can do a piece of work in 96 days. To finish the same work in 72 days, how many more men needed?
A)
12
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B)
16
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C)
18
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D)
24
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E)
None of these
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If 50 percent of a number is equal to \[\frac{2}{5}\] of another number, what is the ratio of first number to the second number?
A)
3 : 4
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B)
4 : 5
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C)
5 : 6
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D)
5 : 8
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E)
None of these
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Find the measure of \[\angle \]DOE in the figure given blow.
A)
\[80{}^\circ \]
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B)
\[90{}^\circ \]
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C)
\[100{}^\circ \]
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D)
\[70{}^\circ \]
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E)
None of these
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Which one of the following triangles is not possible?
A)
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B)
done
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C)
done
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D)
done
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E)
None of these
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Maximum number of line segments possible with five non-collinear points where no three points are collinear, is:
A)
13
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B)
11
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C)
10
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D)
9
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E)
None of these
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Which one of the following shapes, made of five same unit squares, has the smallest perimeter?
A)
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B)
done
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C)
done
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D)
done
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E)
done
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In the given figure, area of \[\Delta \]ACE is \[560c{{m}^{2}}\]. The area of rectangle ABCD will be:
A)
\[460\,\,c{{m}^{2}}\]
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B)
\[510\,\,c{{m}^{2}}\]
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C)
\[490\,\,c{{m}^{2}}\]
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D)
\[480\,\,c{{m}^{2}}\]
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E)
None of these
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What is the volume of the cuboid made up of two identical cubes as shown below?
A)
\[27000\,\,c{{m}^{^{3}}}\]
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B)
\[24000\,\,c{{m}^{^{3}}}\]
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C)
\[54000\,\,c{{m}^{^{3}}}\]
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D)
\[56000\,\,c{{m}^{^{3}}}\]
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E)
None of these
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A florist has some roses in five different colours. The pie chart given below shows what percentage of the roses are in each colour. Give that there are 80 Red roses, how many roses are pink?
A)
20
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B)
40
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C)
30
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D)
60
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E)
None of these
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Direction: Given bar graph represents the rainfall (in mm) of a city during 7 days in a certain week. Read the bar graph and answer the following questions:
On which day was the rainfall more than 11.0 mm but less than 12.5 mm?
A)
Monday
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B)
Wednesday
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C)
Saturday
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D)
Sunday
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E)
None of these
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Direction: Given bar graph represents the rainfall (in mm) of a city during 7 days in a certain week. Read the bar graph and answer the following questions:
Difference of the highest rainfall and the lowest rainfall in the week was:
A)
3.5 mm
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B)
3.0 mm
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C)
4.5 mm
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D)
4.0 mm
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E)
None of these
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If \[x=3,\,\,y=-2\] and \[z=5\], then the value of \[({{x}^{3}}-{{y}^{2}}+z)\] is:
A)
19
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B)
24
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C)
28
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D)
22
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E)
None of these
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Two-third of a number is 72. One-fourth of the same number will be:
A)
28
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B)
27
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C)
24
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D)
36
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E)
None of these
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If A = {2, 4, 6, 8, 10, 12}, B={2, 4, 8, 16, 32} then, A\[\bigcap \]B has ________ elements
A)
no
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B)
two
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C)
four
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D)
three
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E)
five
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Find the missing number in the given number pattern. 8, 15, 13, 20, 18, 25, ?, 30
A)
21
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B)
28
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C)
23
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D)
22
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E)
None of these
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In a certain code 'MINUTE' is coded as 3*£@#\[\wedge \] and ?HOUR? is coded as 5? @ \[\phi \], then how is ?ROUTINE? written in this code?
A)
\[\phi \]\[\wedge \]£3@#?
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B)
3\[\phi \]@#*£\[\wedge \]
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C)
\[\phi \]5#\[\wedge \]£5*
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D)
\[\phi \]?@#*£\[\wedge \]
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E)
None of these
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How many triangles are there in the given figure?
A)
6
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B)
7
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C)
8
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D)
5
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E)
None of these
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Find the minimum number of line segments used in forming of the given figure.
A)
19
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B)
11
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C)
12
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D)
13
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E)
None of these
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Select a figure from the four options, that has the same conditions of the dots as in Figure (x).
A)
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B)
done
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C)
done
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D)
done
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E)
None of these
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Select the option which has all the components of the key figure (x).
A)
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B)
done
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C)
done
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D)
done
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E)
None of these
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Figure (A) and (B) show the consecutive folds of paper. Figure (C) shows the cut on the folded paper. Choose one figure from the four options that is the unfolded form of the sheet.
A)
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B)
done
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C)
done
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D)
done
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E)
None of these
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Count the number of cubes in the given solid.
A)
20
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B)
21
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C)
24
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D)
30
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E)
None of these
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Complete the given letter series by choosing the correct answer form the given option.
A)
SR
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B)
SS
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C)
RS
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D)
RT
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E)
None of these
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Pointing to an old man, Rahul said, ''his son is my son's uncle''. How is the old man related to Rahul?
A)
Grandfather
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B)
Father
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C)
Uncle
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D)
Brother
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E)
None of these
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In the given equivalent fractions, if \[Y-x=a,\] then the sum \[\left( x+y \right)\] is equal to:\[\frac{5}{[x]}=\frac{35}{42}=\frac{[y]}{3a}\]
A)
12
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B)
14
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C)
16
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D)
18
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E)
None of these
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In the given figure, ABCDEF is a regular hexagon whose one side is 6.5 cm. there are six squares on its each side. Find the perimeter of whole figure.
A)
119 cm
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B)
112 cm
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C)
118 cm
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D)
117 cm
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E)
None of these
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In the given figure, what is the difference of fractions represented by the shaded parts in each triangle?
A)
\[\frac{1}{16}\]
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B)
\[\frac{1}{8}\]
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C)
\[\frac{5}{16}\]
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D)
\[\frac{3}{16}\]
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E)
None of these
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Three squares are joined together as shown below. If the perimeter of middle square is 48 cm, find the perimeter of whole figure.
A)
92 cm
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B)
96 cm
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C)
94 cm
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D)
84 cm
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E)
None of these
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Given three circles are concentric whose common centre is O. if diameter RS = 84 cm and diameters PQ = \[\frac{1}{2}\] RS; AB = \[\frac{1}{4}\]RS; then find the area of shaded portion (use\[\pi \]=\[\frac{22}{7}\]).
A)
\[1168.5\,\,c{{m}^{2}}\]
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B)
\[1039.5\,\,c{{m}^{2}}\]
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C)
\[946.5\,\,c{{m}^{2}}\]
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D)
\[1064.5\,\,c{{m}^{2}}\]
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E)
None of these
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Determine the value of X in the given figure?
A)
55
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B)
65
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C)
68
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D)
53
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E)
None of these
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I am twice as old as my elder sister Neha. After seven years, my age will be\[\frac{5}{3}\]times of Neha's age. After 3 years, our age difference will be:
A)
17 years
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B)
7 years
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C)
11 years
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D)
14 years
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E)
None of these
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The floor of a room is 12 m 60 cm long and 11 m 34 cm broad. Find the minimum number of square tiles of the same size needed to cover the entire room.
A)
126
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B)
63
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C)
189
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D)
84
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E)
None of these
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A car travelling two-third of its actual speed and covers 150 km in 3 hours 45 minute. Find the actual speed of the car.
A)
80 km/h
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B)
50 km/h
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C)
60 km/h
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D)
65 km/h
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E)
None of these
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In the given figure, minimum how many unit squares must be shaded so that the figure has at least one line of symmetry?
A)
0
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B)
1
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C)
2
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D)
4
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E)
None of these
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