Age (in years) |
No. of Children |
1-2 |
5 |
2-3 |
3 |
3-5 |
6 |
5-7 |
12 |
7-10 |
9 |
10-15 |
10 |
15-17 |
4 |
From the table above, we find that the number of students who secure more than 39
marks is (15+12 + 10 + 6 + 3 + 1), i.e., 47
Mode is 14
Dealer: |
A |
B |
C |
D |
E |
Cars sold |
60 |
40 |
20 |
15 |
10 |
Years: |
2000 |
2001 |
2002 |
2003 |
2004 |
2006 |
No of students |
1400 |
1600 |
1250 |
1000 |
2000 |
2200 |
br>
Year |
1995-96 | 1996-97 | 1997-98 | 1998-99 |
1999-2000 |
Interests |
20 |
25 |
15 |
18 |
30 |
Years: |
2000 |
2001 |
2002 |
2003 |
2004 |
2006 |
Production |
120 |
150 |
140 |
180 |
170 |
190 |
Qualifications: |
MCA |
DCA |
DCE |
CL |
ST |
Personal required |
40600 |
181600 |
18600 |
670600 |
1802900 |
Years |
1995-96 |
1996-97 |
1997-98 |
1998-99 |
1999-2000 |
Income (Rs. in thou) |
100 |
140 |
150 |
170 |
210 |
Expenditure (Rs in thou) |
80 |
130 |
145 |
160 |
190 |
let m and n be number of boys and girls respectively
Then total marks of boys and girls are 70m and 73n respectively
Total Mark of Students =70m + 73 n
Now
Mean = Total Marks/Total students
$71= \frac {70m + 73 n}{m+n}$
or
$71(m+n)=70m + 73 n$
$71(\frac {m}{n} + 1)= 70 \frac {m}{n} + 73$
$\frac {m}{n}=2$
This Class 9 Maths Worksheet for statistics with answers is prepared keeping in mind the latest syllabus of CBSE . This has been designed in a way to improve the academic performance of the students. If you find mistakes , please do provide the feedback on the mail.