R. D. Sharma Solutions for Chapter: Statistics, Exercise 2: EXERCISE 15.2
R. D. Sharma Mathematics Solutions for Exercise - R. D. Sharma Solutions for Chapter: Statistics, Exercise 2: EXERCISE 15.2
Attempt the free practice questions on Chapter 15: Statistics, Exercise 2: EXERCISE 15.2 with hints and solutions to strengthen your understanding. MATHEMATICS CLASS X solutions are prepared by Experienced Embibe Experts.
Questions from R. D. Sharma Solutions for Chapter: Statistics, Exercise 2: EXERCISE 15.2 with Hints & Solutions
Five coins were simultaneously tossed times, and at each toss the number of heads was observed. The number of tosses during which and heads were obtained are shown in the table below. Find the mean number of heads per toss.
No. of heads per toss : | ||||||
No. of tosses : |

The following table gives the number of branches and number of plants in the garden of a school.
No. of branches : | |||||
No. of plants : |
Calculate the average number of branches per plant.

The following table gives the number of children of families in a village
No. of children : | ||||||
No. of families : |
Find the average number of children per family.

The marks obtained out of , by students in a Physics test are given in the frequency table below:
Marks : | |||||||||
Frequency : |
Find the average number of marks (correct upto two decimal places).

The number of students absents in a class were recorded every day for days and the information is given in the following frequency table :
No. of students absent : | ||||||||
No. of days : |
Find the mean number of students absent per day (correct up to two decimal places)

In the first proof-reading of a book containing pages the following distribution of misprints was obtained:
No. of misprints per page : | ||||||
No. of pages : |
Find the average number of misprints per page.

The following distribution gives the number of accidents met by workers in a factory during a month.
No. of accidents : | |||||
No. of workers : |
Find the average number of accidents per worker.

Find the mean from the following frequency distribution of marks at a test in statistics:
Marks : | ||||||||||
No. of students : |
