Study the pie chart given below and answer the following questions. Pie charts shows the percentage distribution of total students in five different schools (A, B, C, D and E) and percentage distribution of total boys in these five schools in year 2019.

Find average number of boys in school C, D and E.

Correct Answer: 588

From the given pie charts, we can observe the following data:

• Total number of Boys in all five schools = 2800

• Percentage distribution of boys in school C = 30%

• Percentage distribution of boys in school D = 16%

• Percentage distribution of boys in school E = 17%

To find the average number of boys in schools C, D, and E, we can first calculate the total percentage of boys in these three schools combined:

$\text{Total Percentage}=30\%+16\%+17\%=63\%$

Now, calculate the total number of boys in schools C, D, and E combined:

$\text{Total Boys (C + D + E)}=63\%\text{of}2800$

$\text{Total Boys (C + D + E)}=\frac{63}{100}\times 2800=63\times 28=1764$

Next, find the average number of boys in these 3 schools by dividing the total number of boys in C, D, and E by 3:

$\text{Average}=\frac{1764}{3}=588$

Thus, the average number of boys in schools C, D, and E is 588.