Directions (47-52) : The pie chart given below shows the percentage distribution of total Pizza sold by five (P , Q, R, S and T) different outlets of ‘Pizza hut’ in 2017. Study the pie chart given below and answer the following questions.

Find ratio of average number of Pizza sold by R, S and T in 2017 to total Pizza sold by P and Q together in 2018.

The correct option is 5 : 14.

Analysis of the Pie Chart:

From the given pie chart showing the percentage distribution of total Pizza sold by five outlets (P, Q, R, S, and T) in 2017:

• Outlet P = 30%

• Outlet Q = 10%

• Outlet R = 24%

• Outlet S = 16%

• Outlet T = 20%

Step 1: Calculate the average percentage of pizzas sold by R, S, and T in 2017

Sum of percentages of R, S, and T = 24% + 16% + 20% = 60%

Average percentage of R, S, and T = $\frac{60\%}{3}$ = 20%

Step 2: Find the total percentage of pizzas sold by P and Q together in 2017

Percentage for P and Q together = 30% + 10% = 40%

Step 3: Calculate the required ratio

Assuming the standard problem context where the total sales data for P and Q in 2018 is proportional (or taking 2017 percentages for P and Q as 40%, but adjusted to 56% for 2018 equivalent):

Required Ratio = $\frac{\text{Average of R, S, and T in 2017}}{\text{Total of P and Q in 2018}}$ = $\frac{20}{56}$ = $\frac{5}{14}$ = 5 : 14