Draw the histogram of the following; I.Q score 80 - 90 90 - 100 100 - 110 110 - 120 120 - 130 130 - 140 no. of students 6 9 ` 16 13 4 2

A histogram is the graphical representation of data where data is grouped into continuous number ranges and each range corresponds to a vertical bar. The horizontal axis displays the number range. The vertical axis (frequency) represents the amount of data that is present in each range. According to the data provided in the question, the histogram graph is given below-

Draw the frequency polygon for the following frequency distribution: Class - interval Frequency class- interval Frequency 0 - 10 5 40 - 50 10 10 - 20 7 50 - 69 11 20 - 30 7 60 - 70 12 30 - 40 8 70 - 80 8

Here, the intervals are already overlapping (that is, the distribution is continuous) Class Interval Frequency Class Marks 0 - 10 5 5 10 - 20 7 15 20 - 30 7 25 30 - 40 8 35 40 - 50 10 45 50 - 60 11 55 60 - 70 12 65 70 - 80 8 75 According to the data provided in the question, the Frequency polygon graph is given below-

Draw the histogram and frequency polygon from the following data: Class-Interval 20 - 25 25 - 30 30 - 35 35 - 40 40 - 45 45 - 50 Frequency 24 30 52 46 28 10

According to the data provided in the question, the histogram graph is given below- class interval 20 - 25 25 - 30 30 - 35 35 - 40 40 - 45 45 - 50 class marks 20 + 25 2 = 22 . 5 27 . 5 32 . 53 37 . 5 42 . 5 47 . 5 frequency 24 30 52 46 28 10

Draw a bar chart for the given data: mode of traveling school bus walking bicycle other vehicles no. of students 180 60 120 40

According to the data provided in the question, the bar graph is given below-

Draw a histogram to represent the following data: class - interval 30 - 35 35 - 40 40 - 45 45 - 50 50 - 55 55 - 60 frequency 20 15 25 30 10 5

According to the data provided in the question, the histogram graph is given below- This diagram shows histogram

Draw a frequency polygon to represent the following data : class -- interval 30 - 34 35 - 39 40 - 44 45 - 49 50 - 54 55 - 59 Frequency 12 16 20 8 10 4

The class intervals given are not continuous so, first we will make it continuous by subtracting 0 . 5 from the lower limit of each class interval and adding 0 . 5 to the the upper limit of each class interval. After that we have to find the class marks (mid values) of each interval, that is ( lower limit + upper limit ) 2 . The points of the frequency polygon for each class interval is (class marks, frequency). class - interval 29 . 5 - 34 . 5 34 . 5 - 39 . 5 39 . 5 - 44 . 5 44 . 5 - 49 . 5 49 . 5 - 54 . 5 54 . 5 - 59 . 5 class - marks 32 37 42 47 52 57 frequency 12 16 20 8 10 4

Draw a histogram and frequency poygon in the same graph to represent the following data: class - interval 140 - 145 145 - 150 150 - 155 155 - 160 160 - 165 165 - 170 frequency 25 30 20 15 35 40

The frequency table for the given distribution is- class interval 140 - 145 145 - 150 150 - 155 155 - 160 160 - 165 165 - 170 class - marks 140 + 145 2 = 142 . 5 147 . 5 152 . 5 157 . 5 162 . 5 167 . 5 frequency 25 30 20 15 35 40 The required combined histogram and frequency polygon is shown in the following figure

EASY

9th ICSE

IMPORTANT

Earn 100

Draw a histogram of the following data,

Class-interval $25 - 35$ $35 - 45$ $45 - 55$ $55 - 65$ $65 - 75$

Frequency $10$ $15$ $25$ $20$ $5$

Important Questions on Statistics

EASY

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 2

Draw the histogram of the following;

I.Q score	$80 - 90$	$90 - 100$	$100 - 110$	$110 - 120$	$120 - 130$	$130 - 140$
no. of students	$6$	$9$	` $16$	$13$	$4$	$2$

MEDIUM

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 3

Draw the frequency polygon for the following frequency distribution:

Class - interval	Frequency	class- interval	Frequency
$0 - 10$	$5$	$40 - 50$	$10$
$10 - 20$	$7$	$50 - 69$	$11$
$20 - 30$	$7$	$60 - 70$	$12$
$30 - 40$	$8$	$70 - 80$	$8$

HARD

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 4

Draw the histogram and frequency polygon from the following data:

Class-Interval	$20 - 25$	$25 - 30$	$30 - 35$	$35 - 40$	$40 - 45$	$45 - 50$
Frequency	$24$	$30$	$52$	$46$	$28$	$10$

HARD

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 5

Marks obtained by $40$ students in an examination are given below:

$65, 57, 11, 46, 42, 61, 8, 48, 66, 41, 40, 0, 88, 77, 70, 78, 20, 2, 84, 60, 31, 24, 32, 40, 50, 49, 34, 25, 55, 75, 75, 89, 10, 5, 11, 24, 49, 38, 65, 53 .$

Taking class intervals $0 - 10, 10 - 20, 20 - 30 . . . . .$ etc construct a frequency table, using this table, draw a combined histogram and frequency - polygon.

EASY

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 1

Draw a bar chart for the given data:

mode of traveling	school bus	walking	bicycle	other vehicles
no. of students	$180$	$60$	$120$	$40$

EASY

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 2

Draw a histogram to represent the following data:

class - interval	$30 - 35$	$35 - 40$	$40 - 45$	$45 - 50$	$50 - 55$	$55 - 60$
frequency	$20$	$15$	$25$	$30$	$10$	$5$

MEDIUM

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 3

Draw a frequency polygon to represent the following data :

class -- interval	$30 - 34$	$35 - 39$	$40 - 44$	$45 - 49$	$50 - 54$	$55 - 59$
Frequency	$12$	$16$	$20$	$8$	$10$	$4$

HARD

9th ICSE

IMPORTANT

Mathematics>Chapter 5 - Statistics>TEST YOUR SKILLS>Q 4

Draw a histogram and frequency poygon in the same graph to represent the following data:

class - interval	$140 - 145$	$145 - 150$	$150 - 155$	$155 - 160$	$160 - 165$	$165 - 170$
frequency	$25$	$30$	$20$	$15$	$35$	$40$

Class-interval	$25 - 35$	$35 - 45$	$45 - 55$	$55 - 65$	$65 - 75$
Frequency	$10$	$15$	$25$	$20$	$5$

Draw a histogram of the following data, Class-interval 25-35 35-45 45-55 55-65 65-75 Frequency 10 15 25 20 5

Important Questions on Statistics

Learn and Prepare for any exam you want !

Draw a histogram of the following data,

Class-interval $25 - 35$ $35 - 45$ $45 - 55$ $55 - 65$ $65 - 75$

Frequency $10$ $15$ $25$ $20$ $5$