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questions
List of practice Questions
IMMACULATE
Select the one which is farthest in meaning from the given word.
MAT - 2003
MAT
English Language Comprehension
Synonyms and Antonyms
OBLITERATE
Select the one which is farthest in meaning from the given word.
MAT - 2003
MAT
English Language Comprehension
Synonyms and Antonyms
FURLOUGH
Choose the one which is similar in meaning to the word given in capital letters.
MAT - 2003
MAT
English Language Comprehension
Vocabulary
PUNCTILIOUS
Choose the one which is similar in meaning to the word given in capital letters.
MAT - 2003
MAT
English Language Comprehension
Vocabulary
ENCOMIUM
Choose the one which is similar in meaning to the word given in capital letters.
MAT - 2003
MAT
English Language Comprehension
Vocabulary
The question below has two statements, I and Impark your answer as
Find the sum or a Geometric series 1, 3, 9, 27, 81_____ for N terms.
I. N
th
term is 729.
II. Next term after the N
th
term is thrice of it.
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
Find
25
C
10
-
1.
24
C
14
= a
II.
24
C
9
= b
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
Meena wants to Find log
70
96.
I. She knows the value of log
96
70.
II. She knows the value of log
10
70.
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
For an equation ax
2
+ bx + c = 0, its roots are
I. Real and different if b
2
\(>\)
4ac.
II. Imaginary and equal if b²
\(<\)
4ac.
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
For on equation ax
3
+ bx
2
+ cx + d = 0, if its roots are α, β and y, then
Ι.
\( \alpha \)
+
\(\beta\)
+
\(\gamma \)
= c/a
ΙI.
\(\alpha\beta\gamma\)
= d
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
For a differential expression
I. d/dx (sin
2
(3x)) = 2 cos (3x)
II. d/dx (a
u
) = a
u
(log a) du/dx
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
If y = 2x, then
I. sin y = 2 tan x/(1 + tan
2
x)
II. cos y = 2 tan x/(1 - tan
2
x)
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
IF z = x + iy, where i = (-1), then
I. z = 0, when x = 0,
\(y\neq20\)
II. If a + bi = c + di, then a = c, b = d
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
There are three sets A, B and C. Find A
\( \cap\)
(B
\( \cap\)
C).
I. A
\(\cup\)
B and A
\(\cup\)
C are known.
II. A
\(\cap\)
B and A
\(\cap\)
C are known.
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The question below has two statements, I and Impark your answer as
A moving train moves Y meters in
t
seconds. Find its acceleration.
I. Y=t
3
-4t
3
+ 16t - 2
II. Velocity at that moment was 20 m/sec.
MAT - 2003
MAT
Data Interpretation
Data Sufficiency
The length of the longest rod that can be placed in a room which is 12 m long 9 m broad and 8 m high is
MAT - 2003
MAT
Mathematics
Geometry
Two trains of equal length are running on parallel lines in the same direction at 46 km and 36 km per hr. The faster train passes the slower train in 36 sec. The length of each train is
MAT - 2003
MAT
Mathematics
Time, Speed and Distance
The remainder when 784 is divided by 342 is
MAT - 2003
MAT
Mathematics
Number Systems
In a 800 m race around a stadium having the circumference of 200 m, the top runner meets the last runner on the 5th minute of the race. If the top runner runs at twice the speed of the last runner, what is the time taken by the top runner to finish the race?
MAT - 2003
MAT
Mathematics
Time, Speed and Distance
A dairyman pays Rs. 6.4 per litre of milk. He adds water and sells the mixture at Rs. 8 per litre, thereby making 37.5
\(\%\)
profit. The proportion of water to milk received by the customers is
MAT - 2003
MAT
Mathematics
Profit and Loss
Wheels of diameters 7 cm and 14 cm start rolling simultaneously from X and Y, which are 1980 cm apart, towards each other in opposit directions. Both of them make same number of revolutions per second. If both of them meet after 10 seconds, the speed of the smaller wheel is
MAT - 2003
MAT
Mathematics
Time, Speed and Distance
What is the eighth term of the sequence 1, 4, 9, 16, 25, _________?
MAT - 2003
MAT
Mathematics
Sequence and Series
A bicycle originally costs Rs 100 and was discounted 10
\(\%\)
. After three months it was sold after being discounted 15
\(\%\)
. How much was the bicycle sold for?
MAT - 2003
MAT
Mathematics
Profit and Loss
\((\frac{1}{2})\)
log
10
25-2log
10
3 + log
10
18 equals
MAT - 2003
MAT
Mathematics
Elementary Mathematics
A bag contains Rs. 216 in the form of one rupee, 50 paise and 25 paise coins in the ratio of 2:3: 4. The number of 50 paise coins is
MAT - 2003
MAT
Mathematics
Commercial Maths
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