A survey of students was made to know which games they like. The number of students who liked football was presented in the pie diagram by the central angle `63^(@)`. What is the percentage of these students of the total number of student ?

A survey of students was made to know which game they like. The date obtained in the survey is presented in the below pie diagram. If the total number of students are 1000 (ii) How many students like football ?

A survey of students was made to know which game they like. The date obtained in the survey is presented in the below pie diagram. If the total number of students are 1000 (iii) How many students prefer other games?

A survey of students was made to know which game they like. The date obtained in the survey is presented in the below pie diagram. If the total number of students are 1000 (i)How many students like cricket ?

A survey of students was made to know which game they like. The data obtained in the survey is presented in the given pie diagram. If the total number of students are 1000 . i . How many students like cricket? ii how manystudents like football? iii how many students perfer other games?

A survey of students was made to know which game they like. The data obtained in the survey is presented in the following pie diagram. If the total number of students are 1000, (1) how many students like cricket ? (2) how many studetns like football ? (3) how many students prefer other games ?

Find the central angle of total number of students who opted for History ?

Out of 30 students in a class, 6 like football, 12 like cricket and remaining like tennis. Find the ratio of Number of students liking cricket to total number of students.

Out of 30 students in a class,6 like football,12 like cricket and remaining like tennis.Find the ratio of : Number of students liking cricket to total number of students.

In a class, the number of students who like only Chess, only Caroms, both the games and neither of the games are in the ratio 2:4:1:3. the number of students who like at least one of these games is 120 more than those who like neither of the games. Find the number of studetns in the class.