List of top Analytical Ability Questions on Data Sufficiency asked in TG ICET

Among six persons A, B, C, D, E, F who is the tallest? Statement (I): C is taller than only two persons, B is taller than A, and E is taller than only F.
Statement (II): A is shorter than two persons only, E is taller than F but shorter than C, C is shorter than A, and B is shorter than D.

Find the present ages of father and son. Statement (I): After two years the father's age is six times of his son's age.
Statement (II): Two years ago father's age was 26 times of son's age.

David hs three credit cards A,B,C and he ows balances on all the cards. Does he owe the gretest balance on card B Statement (I): Sum of balances on B and C is ₹13500, which is three times balance on A.
Statement (II): Balance on card B is \(\frac{4}{3}\) of card A and \(\frac{4}{5}\) of the balance on card C.

If \( abcd \neq 0 \) and \( 0 < c < b < a < 1 \), is \( \frac{a^4bc}{d^2} < 1 \)? Statement (I): \( a = \sqrt{d} \)
Statement (II): \( d > 0 \)

What is the angle subtended by the sector at the centre of a circle? Statement (I): Perimeter of the sector is 16 units.
Statement (II): Arc length of that sector is 10 units.

Are \(x\) and \(y\) integers? Statement (I): Product \(xy\) is an integer.
Statement (II): \(x+y\) is an integer.

A car drives along a straight road from place S to place L passing through F along the way. What is the total distance travelled by car from S to L? Statement (I): Distance from S to F is \(\frac{3}{5}\) of the distance from S to L.
Statement (II): Distance from F to L is 12 km.

Two friends rented a truck from a store. The store charges \$19.99 per hour or portion thereof for rent and \$0.55 per mile travelled, with no charges for fuel. How much did they pay the store? Statement (I): Total round trip was 100 miles.
Statement (II): They returned the truck after 3 hours 20 minutes.

If \( wxyz \neq 0 \), in which quadrant of the rectangular cartesian coordinate system does \( (x, y) \) lie? Statement (I): \( (x, z) \) lies in the first quadrant.
Statement (II): \( (w, y) \) lies in the third quadrant.

For a real number \( x \), is \( x^3 = 125 \)? Statement (I): \( x > 4 \)
Statement (II): \( x < 6 \)

Is integer \( x \) a prime number? Statement (I): \( 47 < x < 53 \)
Statement (II): \( x > 1 \)

\( x \) is a positive integer. Is the GCD of 150 and \( x \) a prime number? Statement (I): \( x \) is a prime number.
Statement (II): \( x < 4 \)

What is the measure of angle \( x \)?

Statement (I): \( PQ \parallel RS \).
Statement (II): Line \( AB \) bisects \( PQ \).

Daniel deposits ₹10000 in a fixed deposit earning \( p\% \) annual interest, compounded quarterly. What is the value of \( p \)? Statement (I): He would have earned ₹18 less for the deposit period had he been paid simple interest.
Statement (II): He withdraws all the money six months after depositing it.

a, b, c, d, and x are all non-zero integers. Is the product \( ax \cdot (bx)^2 \cdot (cx)^3 \cdot (dx)^4 \) negative? Statement (I): \( a < c < x < 0 \)
Statement (II): \( b < d < x < 0 \)

Rectangle ABCD has length \( x \) cm, breadth \( y \) cm and diagonal \( z \) cm. What is the perimeter of ABCD? Statement (I): \( x - y = 7 \)
Statement (II): \( z = 13 \)

What is the value of \( \frac{a}{b} \)? Statement (I): \( 7a - 3b = 0 \)
Statement (II): \( b = 5 \)

Is \( 3^n > 2^k \)? Statement (I): \( k = n + 1 \)
Statement (II): \( n \) is a positive integer.

Is x positive? Statement (I): \( xy = 6 \)
Statement (II): \( x(y^2) = 12 \)

What is the area of the shaded region consisting of \(\triangle ABE\) and \(\triangle ECD\)?

Statement (I): The area of the rectangle ABCD is 54 sq. units.
Statement (II): \(AE = 2 ED\).