In a class, $25$ students like cricket, $16$ like Tennis, $18$ like badminton, and $13$ like football. Represent it by a table.

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Solution

Number of students liking cricket = $25$
Number of students liking Tennis = $16$
Number of students liking Badminton = $18$
Number of students liking Football = $13$
Let's represent above data on table -
Sports Number of Students
Cricket $25$
Tennis $16$
Badminton $18$
Football $13$
Hence, data can be shown in the tabular form like above.

Sports	Number of Students
Cricket	$25$
Tennis	$16$
Badminton	$18$
Football	$13$

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Question 26
Following are the choices of games of 40 students of Class VI:
Football, cricket, football, kho-kho, hockey, cricket, hockey, kho-kho, tennis, tennis, cricket, football, football, hockey, kho-kho, football, cricket, tennis, football, hockey, kho-kho, football, cricket, cricket, football, hockey, kho-kho, tennis, football, hockey, cricket, football, hockey, cricket, football, kho-kho, football, cricket, hockey, football.
(a) Arrange the choices of games in a table using tally marks.
(b) which game is liked by most of the students?
(c) which game is liked by minimum 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 like football to the number of students liking tennis.

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

The number of students liking football to the number of students liking tennis.

Question 2(a)

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

The number of students liking football to the number of students liking tennis.

Q. Out of

30

students in a class,

6

like football,

12

like cricket and remaining like tennis. The ratio of number of students who like tennis to the total number of students, is:

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In a class, 25 students like cricket, 16like Tennis, 18like badminton, and 13 like football. Represent it by a table.

In a class, $25$ students like cricket, $16$ like Tennis, $18$ like badminton, and $13$ like football. Represent it by a table.