Math, asked by Subinms171205, 3 months ago

No. of trees
26
57
35. The following table gives the height of the trees,
Height of the tree
Less than 7
Less than 14
less than 21
Less than 28
Less than 35
Less than 42
Less than 49
Less than 56
Find the mean and median
92
134
216
287
341
360

is this book sum

Answers

Answered by Bekku2009
1

Consider the following table.

Height (less than)

Height-class

No. of trees

Cumulative frequency

Suitable points

7

0-7

26

26

(7,26)

14

7-14

31

57

(14,57)

21

14-21

35

92

(21,92)

28

21-28

42

134

(28,134)

35

28-35

82

216

(35,216)

42

35-42

71

287

(42,287)

49

42-49

54

341

(49,314)

56

49-56

19

360

(56,360)

Now draw the less than ogive using suitable points.

Now prepare the table for cumulative frequency table for more than series

Height (more than)

Height-class

No. of trees

Cumulative frequency

Suitable points

0

0-7

26

360

(0,360)

7

7-14

31

334

(7,334)

14

14-21

35

303

(14,303)

21

21-28

42

268

(21,268)

28

28-35

82

226

(28,226)

35

35-42

71

144

(35,144)

42

42-49

54

73

(42,73)

49

49-56

19

54

(49,54)

hope this helps you

Answered by khamalsalem
0

Answer:

to the circle at E, then find the length of AB.

56

360

1

49

341

287

42

216

134

35

28

92

57

Find the median.

21

26

14

36. The following table gives the height of trees

Number of trees

7

Height (less than)

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