List of practice Questions

Aizawl, Bhopal, Chennai, Dispur, Hyderabad, Imphal, Chandigarh

ABC36 : CDE216 :: EFG684 : ____

BC43 : CE206 :: EG968 : ____

Find the odd pair out: \[ (12,156),\ (14,210),\ (16,272),\ (18,342),\ (20,420),\ (22,508) \]

Find the odd term out: \[ \frac{41}{29},\ \frac{53}{43},\ \frac{67}{59},\ \frac{79}{73},\ \frac{89}{83},\ \frac{97}{91} \]

BDCE : GIHJ :: LNMO : ____

BC : EG :: KM : ____

2W : 3R :: 4K : ____

ABB : BCF :: CDL : ____

The cost of a phone call is ₹10 for the first 3 minutes and ₹5 for each additional minute after the first 3 minutes. Does the phone call last longer than 17 minutes? Statement (I): Total cost of the phone call is less than ₹85. Statement (II): Total cost of the phone call is more than ₹75.

What is the distance between two cities A and B? Statement (I): A cyclist takes one hour more to reach B from A than reaching A from B. Statement (II): The speed of the cyclist is 10 kmph.

What is the population of State A in 2026? Statement (I): The population of A in 2020 was three crore and the rate of increase of population is \(2.5\%\) per year. Statement (II): The population of A in 2026 is twice the population of A in 2020.

How many children are there in the class? Statement (I): The sum of the ages of all the children in the class and the class teacher is 262 years. Statement (II): The total ages of the children in the class is 240 years and the average age is 16 years.

How many runs are scored in today's T20 cricket match? Statement (I): 120 runs were scored in yesterday's T20 match which is 10 lower than twice the number of runs scored today. Statement (II): The number of runs scored yesterday is 45 more than the runs scored today.

What is the value of \(\theta\)? Statement (I): \(\sec^2\theta=1+\tan^2\theta\) Statement (II): \(\sin\theta+\csc\theta=2\)

What is the Median of the frequency distribution? Statement (I): The Arithmetic Mean of the frequency distribution is 25. Statement (II): The Mode of the frequency distribution is 28.

Is \(x>0\)? Statement (I): \(xy+4=0\) Statement (II): \(y<0\)

Can \(A\), \(B\), and \(C\) be the angles of a triangle? Statement (I): \(\angle A+\angle B<90^\circ\) Statement (II): \(\angle B+\angle C<120^\circ\)

Find the sum of natural numbers \(a\) and \(b\). Statement (I): \(a>1,\; b>1\) Statement (II): \(\text{LCM}(a,b)=667\)

Are the roots of the quadratic equation \(ax^2+bx+c=0\) real? Statement (I): \(a>0\) Statement (II): \(b+c>0\)

How many girls are there in the class? Statement (I): There are 90 students in the class. Statement (II): The ratio of boys to girls is \(7:8\).

What is the circumference of the regular hexagon? Statement (I): The radius of the circumcircle of the hexagon is \(6\) cm. Statement (II): Each side of the hexagon subtends an angle of \(60^\circ\) at the centre.

In a cyclic quadrilateral \(ABCD\), what is \(\angle ABC\)? Statement (I): \(\angle ABC + \angle BCD = 125^\circ\) Statement (II): \(\angle ADC = 125^\circ\)

Is person A older than person B? Statement (I): A is older than person C. Statement (II): C is older than person B.

What is the difference between the lengths of any two distinct sides of the rectangle? Statement (I): The perimeter of the rectangle is equal to that of a circle of radius \(\frac{10}{\pi}\) cm. Statement (II): The area of the rectangle is equal to that of a square of side \(4\) cm.