Question : The given chart represents the distribution of the percentage of sales of a particular brand of car from five showrooms A, B, C, D, and E in 2018. The total number of cars sold during that year from the five showrooms is 5000.

What is the central angle (nearest to 0.1 degree) of the sector corresponding to the sales from showroom C?

Option 1: 48.6

Option 2: 60.5

Option 3: 56.7

Option 4: 50.4

Question : The given chart represents the distribution of the percentage of sales of a particular brand of car from five showrooms A, B, C, D, and E in 2018. The total number of cars sold during that year from the five showrooms is 5000.

What is the total number of cars sold from showrooms B and D?

Option 1: 1750

Option 2: 1550

Option 3: 1650

Option 4: 1450

Question : What is the value of $\frac{(0.5)^{3}-(0.1)^{3}}{(0.5)^{2}+0.5\times 0.1+(0.1)^{2}}$?

Option 1: $0.1$

Option 2: $0.4$

Option 3: $0.5$

Option 4: $0.6$

Question : Directions: The given pie chart shows the cars sold by a company in 2015-2016 of different models.

If the number of cars sold of model C is 22,000, then what will be the difference in the number of cars sold of model A and B? 

Option 1: 800

Option 2: 1,200

Option 3: 1,000

Option 4: 1500

Question : The given bar graph shows the sales of cars from six branches of a dealer B1, B2, B3, B4, B5, and B6, during two consecutive years 2018 and 2019. Blue colour corresponds to the year 2018 and red colour corresponds to the year 2019.

The total sales of cars from all the branches in 2018 is what percentage less than the total sales of cars from all the branches in 2019? (correct to one decimal place)

Option 1: 12.7%

Option 2: 14.3%

Option 3: 11.9%

Option 4: 13.5%

Question : The given bar chart represents the average marks obtained in English (E) and vernacular (V) by the students of five districts (D1, D2, D3, D4, D5) in a state at the secondary level examination of a particular year (marks secured out of a total of 100 ).

What is the average percentage of marks in English in the five districts?

Option 1: 73%

Option 2: 67%

Option 3: 75%

Option 4: 68%