You have to put a digit in a number such that place value and face value of the digit in the number is equal. At which one of the following places will you put the digit?
A)
Thousands
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B)
Tens
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C)
Hundreds
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D)
Ones
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E)
None of these
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Jack: If we find the place value of each digit of a number and add them then result will be equal to the number. Codi: If there is 0 in the middle of the number then you will be wrong. Who is correct?
A)
Jack
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B)
Codi
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C)
Both are correct
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D)
Both are partially incorrect
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E)
None of these
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LX represents a number. If place of the symbols is interchanged, the number will be decreased by:
A)
1
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B)
5
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C)
10
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D)
20
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E)
None of these
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Smallest 3 digit number is subtracted from smallest 4 digit number. Write the result in Roman numeral.
A)
DM
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B)
CM
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C)
DCM
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D)
MC
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E)
None of these
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Look at the above sum carefully and find which one of the following columns from right has mistake?
A)
First
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B)
Second
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C)
Third
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D)
Fourth
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E)
None of these
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A book contains 1256 pages. 256 pages are blue, 186 pages are green and rest of the pages are white. Find the difference between the number of white pages and blue pages.
A)
814
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B)
1000
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C)
628
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D)
558
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E)
None of these
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Which one of the following digits should be placed in the middle of the digits of the number 258970 so that 3 becomes factor of it?
A)
0
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B)
1
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C)
2
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D)
3
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E)
None of these
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17, 19 is a pair of twin prime. To make it a prime triplet which one of the following prime numbers would you like to choose?
A)
11
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B)
13
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C)
17
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D)
19
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E)
None of these
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The fraction which represents the shaded part in the figure 1 is smaller than the fraction which represents the shaded part in the figure 2.
The above statement is_______.
A)
True
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B)
False
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C)
Partly true
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D)
All of these
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E)
None of these
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Product of a whole number and a fraction is\[\frac{26}{7}\]. If the whole number is 9, find the fraction.
A)
\[\frac{234}{7}\]
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B)
\[\frac{26}{63}\]
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C)
\[\frac{63}{26}\]
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D)
\[\frac{7}{234}\]
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E)
None of these
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Katherine has $ 100 in her purse. What fraction of money should she spend so that she is left with $ 75?
A)
One - third
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B)
Two - third
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C)
Three - fourth
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D)
One - fourth
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E)
None of these
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X and Y are two fractions. When twice of X is subtracted from Y we get\[\frac{12}{25}\]. If Y is equal to\[\frac{3}{4}\]. Find the value of X + Y.
A)
\[\frac{277}{200}\]
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B)
\[\frac{200}{177}\]
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C)
\[\frac{200}{277}\]
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D)
\[\frac{177}{200}\]
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E)
None of these
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Write \[400+50+5+\frac{2}{1000}\] and \[80+1+\frac{1}{10}+\frac{6}{100}+\frac{2}{1000}\] into simple form of decimals and choose which one of the following is not true?
A)
They are like decimals
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B)
They are unlike decimals
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C)
They are equivalent decimals
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D)
All of these
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E)
None of these
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Advin divides a natural number by 1000, 10, 100, and 10000 respectively and reaches at the following conclusions. Which one of the following conclusions is correct?
A)
No whole part of the resulting decimal is obtained when there is greater denominator.
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B)
As the number of zeroes is added right to the denominator, the decimal part of the resulting number is increased accordingly.
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C)
The decimal obtained in each case contains same digit only position of point changes.
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D)
All of these
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E)
None of these
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Which one of the following digits will come in the extreme right to the sum of 4.235 + 56.230 + 45 + 2.02 + 0.02316?
A)
6
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B)
8
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C)
3
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D)
0
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E)
None of these
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What least number should be subtracted from 23.56 so that position of the digits in decimal part gets interchanged?
A)
1.09
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B)
0.91
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C)
0.1
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D)
0.65
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E)
None of these
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Amelia makes a circle and divides it into 32 equal parts. She colours 5 parts with different colours. She represents the uncoloured as a fraction and then convert the fraction into percentage. Find the required percentage.
A)
84.375%
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B)
8437.5%
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C)
8.4375%
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D)
843.75%
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E)
None of these
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What percentage of the following figure is shaded?
A)
15%
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B)
20%
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C)
25%
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D)
30%
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E)
None of these
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P is a natural number which is equal to difference between 3 digits greatest and smallest number. Write the Roman numeral for P.
A)
DCCCXCIX
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B)
DCCCLCIX
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C)
CCMXCIX
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D)
CMCXCIX
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E)
None of these
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Arwin types 40 words in a minute. He types 8 hours in a day. How many words would he type if he works from Monday to Saturday?
A)
19200 words
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B)
91200 words
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C)
115200 words
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D)
95200
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E)
None of these
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There are 15 rows of trees in a park. Each rows has 245 trees. Trees of 4 rows are cut down. Find the total number of remaining trees in the park.
A)
3675
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B)
980
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C)
4655
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D)
2695
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E)
None of these
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If angle BOC is equal to \[90{}^\circ \]then the angle DOB is a/an:
A)
Acute angle
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B)
Obtuse angle
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C)
Right angle
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D)
Straight angle
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E)
None of these
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A pole is stand vertically upward on the ground. Name the angle which the pole is making with the ground.
A)
Right angle
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B)
Acute angle
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C)
Obtuse angle
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D)
Straight angle
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E)
None of these
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One of the equal angles of an isosceles triangle is of\[50{}^\circ \]. Find the measurement of third angle of the triangle.
A)
\[60{}^\circ \]
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B)
\[70{}^\circ \]
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C)
\[80{}^\circ \]
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D)
\[90{}^\circ \]
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E)
None of these
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If one side of an equilateral triangle is 10 cm long, find the sum of remaining two sides of the triangle.
A)
15 cm
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B)
20 cm
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C)
30 cm
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D)
40 cm
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E)
None of these
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In the following figure, ABCD is a square and\[\Delta \,AFB\],\[\Delta \,BGC\], \[\Delta \,CHD\], and \[\Delta \,DEA\] are four isosceles triangles. Find the sum of area of the square \[\Delta \,BCD\text{ }+\text{ }\Delta \,FKB\text{ }+\text{ }\Delta \,DIH.\]
A)
\[32\,c{{m}^{2}}\]
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B)
\[24\,c{{m}^{2}}\]
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C)
\[64\,c{{m}^{2}}\]
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D)
\[80\,c{{m}^{2}}\]
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E)
None of these
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Consider the following statements :
Statement: 1 Base and perpendicular height of a right angle triangle may be equal in length. Statement: 2 Base and perpendicular height of a right angle triangle are always unequal in length.
A)
Statement 1 is true
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B)
Statement 2 is true
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C)
Both statements are true
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D)
Both statements are false
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E)
None of these
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A question paper contains 30 questions. Questions from 1 to 17 are of 4 marks each and questions from 18 to 30 are of 5 marks each. Jack solves Q1, Q2, Q5, Q6, Q15, Q18, Q27 and Q30 whereas Codi solves all the questions. Find the difference between marks of Codi and Jack.
A)
133
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B)
98
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C)
90
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D)
100
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E)
None of these
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Lina bought a second hand car for $976.75 and her overhead expense was $50.25. She sold it for $1037.75 what was her gain or loss?
A)
$8.35 loss
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B)
$15.10 loss
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C)
10.75 gain
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D)
$25.25 gain
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E)
None of these
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\[5.62\times 36.3\times 0.3\], find the digit that is at the ten thousandths place in the product.
A)
0
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B)
8
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C)
5
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D)
4
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E)
None of these
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How many boxes in the figure (2) should be shaded so that product of the fractional representation for the shaded part in the following figures is\[\frac{3}{40}\] ?
A)
1
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B)
2
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C)
3
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D)
4
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E)
None of these
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Direction: Are based on the following figure.
Which one of the following days had highest temperature?
A)
Monday
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B)
Tuesday
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C)
Wednesday
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D)
Thursday
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E)
None of these
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Direction: Are based on the following figure.
How much temperature was reduced on Friday in comparison of Thursday?
A)
\[3{}^\circ \,\,C\]
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B)
\[6{}^\circ \,\,C\]
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C)
\[9{}^\circ \,\,C\]
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D)
\[12{}^\circ \,\,C\]
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E)
None of these
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Direction: Are based on the following figure.
Which one of the following scale has been chosen in the bar graph?
A)
\[1\,\,cm=3{}^\circ \,\,C\]
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B)
\[1\,\,cm=6{}^\circ \,\,C\]
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C)
\[1\,\,cm=9{}^\circ \,\,C\]
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D)
\[1\,\,cm=12{}^\circ \,\,C\]
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E)
None of these
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Direction: Are based on the following figure.
If the temperature on Monday was\[15{}^\circ C\], by what cm length of the bar of Monday would had been increased?
A)
1 cm
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B)
2 cm
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C)
3 cm
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D)
4 cm
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E)
None of these
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Direction: Are based on the following figure.
Which one of the following days was the coldest day of the week?
A)
Sunday
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B)
Monday
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C)
Thursday
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D)
Tuesday
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E)
None of these
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How many triangles are there in the following figure?
A)
8
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B)
9
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C)
10
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D)
11
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E)
None of these
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If, M=34, O=23, N=45, K=21, E=7, Y=24, then what is the value of\[M+O-N\times K\div E+Y\]?
A)
7256
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B)
\[-45\]
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C)
\[345\]
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D)
\[~-54\]
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E)
None of these
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Which one of the following is the factor of the quotient obtained on dividing largest two digit number by smallest odd prime number?
A)
34
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B)
5
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C)
11
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D)
All of these
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E)
None of these
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Mariam has a rectangular shaped wood piece, whose length, breadth and height are 3 cm, 5 cm and 6 cm, respectively. Maria has a cubed shaped wood piece whose side is double than height of rectangular shaped wood piece Mariam has. Whose wood piece is of bigger volume?
A)
Maria
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B)
Mariam
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C)
Both have equal volume
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D)
Volume of a rectangular shaped wood piece cannot be calculated
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E)
None of these
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