Sign in
Please select an account to continue using cracku.in
↓ →
The following table shows the percentage of Cricket players and scored runs by them in three different tournaments P, Q and R. Total number of players is 300 and all the 300 players played all the matches in each tournament. Based on the data in the table; answer-the questions 1-5.
Tournament-wise Percentage of Players scoring runs
Number of players who scored less than or equal to 40 runs in tournament Q is _____ % more than the number of players who scored more than 60 runs in tournament P and Q together.
It is given,
Number of players who scored less than or equal to 40 runs in tournament Q = 300 - 90 = 210
Number of players who scored more than 60 runs in tournament P and Q together = 75 + 75 = 150
The percentage by which 210 is greater than 150 is calculated as,
Percentage = $$\dfrac{210\ -\ 150}{150}\ \times\ 100\ =\ 40\%$$
The answer is option C.
what is the ratio between the number of players who scored more than 60 runs in tournament Q to the number of players who scored less than or equal to 20 runs in tournaments Q and R together?
It is given,
The number of players who scored more than 60 runs in tournament Q is 75.
The number of players who scored less than or equal to 20 runs in tournaments Q and R together = 120 + 90 = 210
Required ratio = 75 : 210 = 5 : 14
The answer is option B.
What is the total number of players who scored more than 60 runs in all the three tournaments?
It is given,
Total number of players who scored more than 60 runs in all the three tournaments = 75 + 75 + 60 = 210
The answer is option A.
If L is the number of players who scored more than 40 runs in tournament P and M is the number of players who scored less than or equal to 40 runs in tournament R, then M - L = _________.
It is given,
The number of players who scored more than 40 runs in tournament P(L) = 105
The number of players who scored less than or equal to 40 runs in tournament R(M) = 300 - 90 = 210
M - L = 210 - 105 = 105
The answer is option D.
Average number of players who scored more than 20 runs in all the three tournaments is
It is given,
Average number of players who scored more than 20 runs in all the three tournaments = $$\ \frac{\ 240+180+210}{3}=\frac{630}{3}=210$$
The answer is option D.
Yes, Data Interpretation Basics is an important foundation for the Quantitative Aptitude section of CMAT. Understanding these concepts helps candidates solve data-based questions more quickly and accurately.
CMAT does not prescribe a fixed number of questions specifically from Data Interpretation Basics. These concepts form the foundation for solving various Data Interpretation questions that may appear in the exam.
CMAT may include basic questions involving tables, bar graphs, line graphs, pie charts, simple caselets, percentages, ratios, averages, comparisons, and data analysis.
Start by learning how to interpret different charts and tables, strengthen your arithmetic concepts, practice basic calculation techniques, and regularly solve previous year questions and mock tests.
Most Data Interpretation Basics questions in CMAT are of easy to moderate difficulty. Candidates with strong arithmetic fundamentals and regular practice can solve them efficiently.
Cracku's CMAT Data Interpretation Basics Questions provide beginner-friendly practice, detailed solutions, and exam-oriented exercises that help candidates build strong fundamentals, improve speed, and enhance accuracy for CMAT 2027.
Educational materials for CAT preparation
