DILR Preparation Tips for MBA

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

                                                                                                       

Percentage break-up of female who reads different newspaper in town

Total number of females = 15,000

                                                                                         

If 20% of the females who reads in the telegram change their liking to the tribune then what will be the new number of the tribune consumed by the people altogether?

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

                                                                                                       

Percentage break-up of female who reads different newspaper in town

Total number of females = 15,000

                                                                                         

What is the total number of females who reads the telegram and dainik bhaskar together?

Directions for questions: Answer the following questions based on the information given below.

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

                                                                                                       

Percentage break-up of female who reads different newspaper in town

Total number of females = 15,000

                                                                                         

What is the ratio of the number of females who reads dainik jagran to the number of males who reads the telegram?

There are 6 refineries, 7 depots, 9 districts. The refineries are R1, R2, R3, R4, R5, R6. The depots are D1, D2, D3, D4, D5, D6 and D7 and the districts are DR1, DR2, DR3, DR4, DR5, DR6, DR7, DR8, DR9.

Table A shows the cost of transporting one unit from refinery to depot.

Table B shows the cost of transporting one unit from depot to districts.

The minimum cost of transportation of one unit from refinery BD to any district is

There are 6 refineries, 7 depots, 9 districts. The refineries are R1, R2, R3, R4, R5, R6. The depots are D1, D2, D3, D4, D5, D6 and D7 and the districts are DR1, DR2, DR3, DR4, DR5, DR6, DR7, DR8, DR9.

Table A shows the cost of transporting one unit from refinery to depot.

Table B shows the cost of transporting one unit from depot to districts.

The largest cost of sending one unit from any refinery to district is

There are 6 refineries, 7 depots, 9 districts. The refineries are R1, R2, R3, R4, R5, R6. The depots are D1, D2, D3, D4, D5, D6 and D7 and the districts are DR1, DR2, DR3, DR4, DR5, DR6, DR7, DR8, DR9.

Table A shows the cost of transporting one unit from refinery to depot.

Table B shows the cost of transporting one unit from depot to districts.

How many possible ways are there for sending one unit from any refinery to any district?

A college stores data on students, showing their gender and performance, on a computer disc. Due to virus, some of the data is lost and only the following could be recovered.

Study the table carefully and answer the questions given below it.

However, an expert committee arrived at the following conclusions

I.     One-third of the male students were ‘average’.

II.   40% of the students were female.

III.  Half the total numbers of students were ‘excellent’.

What fraction of total excellent students are female excellent students?

A college stores data on students, showing their gender and performance, on a computer disc. Due to virus, some of the data is lost and only the following could be recovered.

Study the table carefully and answer the questions given below it.

However, an expert committee arrived at the following conclusions

I.     One-third of the male students were ‘average’.

II.   40% of the students were female.

III.  Half the total numbers of students were ‘excellent’.

The ratio of female ‘good’ students to male ‘average’ students is