List of top Data Interpretation Questions asked in IBSAT

Study the following tables and answer the questions. Table 1 gives the percentage increase in the usage of 4 wheelers over the previous year for 2002 to 2006; Table 2 gives the usage in 2001 in lakhs.

The pie diagram below shows the percentage of expenditures of Paul and Balu per month.

The bar graph below shows the highest score of different teams when they play for different cups. These are the four cups played by 4 teams in a year. Each team plays only one game against each team in each level. The team that won least number of matches is knocked out. The scores given in the graph are highest scores scored in any of the matches playing for that respective cup in a stipulated 50 overs cricket match.

What is the approximate ratio of 4 wheelers in Bangalore in the year 2005 to that in the year 2003?

In Kolkata, the number of 4 wheelers in the year 2004 is exactly 70% of the number of 4 wheelers in the year 2007. How many 4 wheelers were there in the year 2007 in the city?

What is the sum of angles subtended by expenditures of Paul on Travel, Rent and Medical?

If both Balu and Paul get equal income, what is the ratio of their expenditures on Food and clothing?

In the year 2003, the number of 4 wheelers in Mumbai is x% of the number of 4 wheelers in Delhi. What is the value of x?

How many 4 wheelers does the city Chennai have in the year 2003?

How many more 4 wheelers did the citizens of Hyderabad have during the year 2003 when compared to the previous year?

If the highest scores of all teams in each cup is taken, what is the ratio of total runs scored by Sri Lanka and India in all the cups?

If the runs scored by Australia and South Africa for cup B are of a final match, what is the required run rate of Australia to win the match playing all the stipulated overs?

After the completion of tournament for cup A each team is given a rank based on their highest scores. If the highest score of India is same as the highest score of South Africa playing for cup C, what is the rank of team India playing for cup A?

If Paul's income was Rs. 13,500, what would be his average expenditure on Investments, Rent and Travelling?

If both Balu and Paul get equal income, what would be the difference of their expenditures on all except Investments?

If the salary of Balu is Rs. 15,000, what would be the expenditure on Investments and Food?

a, b and c are three positive integers. What is the value of \(a^2+b^2+c^2\)?

Statement 1: \(a^2+b^2=17\) and c is the arithmetic mean of a and b
Statement 2: The geometric mean of a and b is 2

If the given highest scores is taken, what is the least % share of Australia in the total scores of each Cup?

A right circular cone (PQR) is cut into two parts, cone (C) and frustum (F), by a plane parallel to the base. What is the ratio of the volume of C to the volume of F?

Statement 1: PQR has twice the radius of C
Statement 2: PQR has been cut off at the middle of its height

What is today's date?

Statement 1: Three days before it was Friday
Statement 2: One week before it was the first Tuesday in April 2007

In which Cup the % of increase in highest score of Sri Lanka is high when compared to the highest score in previous Cup?

Is \(xy\) negative?

Statement 1: \((x+y)^2 < (x-y)^2\)
Statement 2: \((x-y)\) is positive

A, B, C, D, E and F are six whole numbers. Is "ABCDEF" divisible by 132?

Statement 1: The last four digits of the given number have a factor of 4 and \( A + C + E = 12(B + D + F) \)
Statement 2: The sum of all the digits of the given number is divisible by 24

In \( \triangle ABC \), \( AB = 2 \) cm and \( BC = 4 \) cm. What is the length of AC?

Statement 1: The three sides of the triangle are in geometric progression
Statement 2: \( \angle ABC = 30^{\circ} \)

What is the value of xyz?

Statement 1: \( x^{a} = y^{b} = z^{c} \) and \( ab + bc + ca = 0 \) where a, b and c are non-zero integers
Statement 2: \( a^{x} = b, \, b^{y} = c, \, c^{z} = a \) where a, b and c are non-zero integers