EduSahara™ Assignment
Name : Constructing Class Interval Tables
Chapter : Frequency Distribution
Grade : ICSE Grade IX
License : Non Commercial Use
Question 1
1.
    • The marks obtained by
    • 19
    • students in an examination are given below.
    • Represent the data in the form of a frequency distribution table
    • in inclusive form
    • taking class size
    • 5
    • .
      • 48
      • 57
      • 47
      • 42
      • 52
      • 54
      • 71
      • 79
      • 46
      • 72
      • 65
      • 53
      • 43
      • 78
      • 55
      • 49
      • 58
      • 43
      • 77
  • (i)
    Marks
    42 - 46
    47 - 51
    52 - 56
    57 - 61
    62 - 66
    67 - 71
    72 - 76
    77 - 81
    No. of Students
    4
    3
    4
    2
    6
    1
    1
    3
  • (ii)
    Marks
    42 - 46
    47 - 51
    52 - 56
    57 - 61
    62 - 66
    67 - 71
    72 - 76
    77 - 81
    No. of Students
    4
    3
    6
    2
    1
    1
    1
    3
  • (iii)
    Marks
    42 - 46
    47 - 51
    52 - 56
    57 - 61
    62 - 66
    67 - 71
    72 - 76
    77 - 81
    No. of Students
    4
    3
    2
    4
    1
    1
    1
    3
  • (iv)
    Marks
    42 - 46
    47 - 51
    52 - 56
    57 - 61
    62 - 66
    67 - 71
    72 - 76
    77 - 81
    No. of Students
    4
    3
    4
    2
    1
    1
    1
    3
Question 2
2.
    • The marks obtained by
    • 16
    • students in an examination are given below.
    • Represent the data in the form of a frequency distribution table
    • in exclusive form
    • taking class size
    • 5
    • .
      • 53
      • 41
      • 63
      • 66
      • 46
      • 64
      • 77
      • 56
      • 50
      • 48
      • 52
      • 40
      • 62
      • 65
      • 58
      • 60
  • (i)
    Marks
    40 - 45
    45 - 50
    50 - 55
    55 - 60
    60 - 65
    65 - 70
    70 - 75
    75 - 80
    No. of Students
    2
    2
    2
    3
    4
    2
    0
    1
  • (ii)
    Marks
    40 - 45
    45 - 50
    50 - 55
    55 - 60
    60 - 65
    65 - 70
    70 - 75
    75 - 80
    No. of Students
    2
    2
    3
    2
    4
    2
    0
    1
  • (iii)
    Marks
    40 - 45
    45 - 50
    50 - 55
    55 - 60
    60 - 65
    65 - 70
    70 - 75
    75 - 80
    No. of Students
    2
    2
    3
    2
    9
    2
    0
    1
  • (iv)
    Marks
    40 - 45
    45 - 50
    50 - 55
    55 - 60
    60 - 65
    65 - 70
    70 - 75
    75 - 80
    No. of Students
    2
    2
    7
    2
    4
    2
    0
    1
  • (v)
    Marks
    40 - 45
    45 - 50
    50 - 55
    55 - 60
    60 - 65
    65 - 70
    70 - 75
    75 - 80
    No. of Students
    2
    1
    3
    2
    4
    2
    0
    2
Question 3
3.
    • The marks obtained by
    • 18
    • students in an examination are given below.
    • Represent the data in the form of a frequency distribution table
    • in exclusive form
    • taking class size
    • 7
    • .
      • 51
      • 65
      • 52
      • 72
      • 72
      • 70
      • 55
      • 42
      • 42
      • 40
      • 78
      • 52
      • 43
      • 44
      • 69
      • 46
      • 74
      • 54
  • (i)
    Marks
    40 - 47
    47 - 54
    54 - 61
    61 - 68
    68 - 75
    75 - 82
    No. of Students
    6
    1
    2
    1
    5
    3
  • (ii)
    Marks
    40 - 47
    47 - 54
    54 - 61
    61 - 68
    68 - 75
    75 - 82
    No. of Students
    6
    3
    2
    3
    5
    1
  • (iii)
    Marks
    40 - 47
    47 - 54
    54 - 61
    61 - 68
    68 - 75
    75 - 82
    No. of Students
    6
    2
    3
    1
    5
    1
  • (iv)
    Marks
    40 - 47
    47 - 54
    54 - 61
    61 - 68
    68 - 75
    75 - 82
    No. of Students
    6
    3
    7
    1
    5
    1
  • (v)
    Marks
    40 - 47
    47 - 54
    54 - 61
    61 - 68
    68 - 75
    75 - 82
    No. of Students
    6
    3
    2
    1
    5
    1
Question 4
4.
    • Construct a frequency table
    • in exclusive form
    • for the following
    • ages (in years) of
    • 19
    • students, taking class size
    • 3
    • .
      • 11
      • 16
      • 22
      • 15
      • 12
      • 11
      • 22
      • 11
      • 12
      • 21
      • 15
      • 11
      • 24
      • 17
      • 15
      • 12
      • 11
      • 22
      • 12
  • (i)
    Age (in years)
    11 - 14
    14 - 17
    17 - 20
    20 - 23
    23 - 26
    No. of Students
    9
    1
    4
    4
    1
  • (ii)
    Age (in years)
    11 - 14
    14 - 17
    17 - 20
    20 - 23
    23 - 26
    No. of Students
    9
    4
    6
    4
    1
  • (iii)
    Age (in years)
    11 - 14
    14 - 17
    17 - 20
    20 - 23
    23 - 26
    No. of Students
    9
    1
    1
    4
    1
  • (iv)
    Age (in years)
    11 - 14
    14 - 17
    17 - 20
    20 - 23
    23 - 26
    No. of Students
    9
    4
    1
    4
    1
  • (v)
    Age (in years)
    11 - 14
    14 - 17
    17 - 20
    20 - 23
    23 - 26
    No. of Students
    9
    1
    1
    4
    4
Question 5
5.
    • The daily wages (in rupees) of
    • 19
    • workers in a factory are given below.
    • Represent the data in the form of a frequency distribution
    • in inclusive form
    • taking class size
    • 20
    • .
      • 237
      • 292
      • 296
      • 294
      • 293
      • 237
      • 267
      • 203
      • 213
      • 228
      • 209
      • 259
      • 270
      • 256
      • 239
      • 267
      • 205
      • 225
      • 255
  • (i)
    Wages (in rupees)
    203 - 222
    223 - 242
    243 - 262
    263 - 282
    283 - 302
    No. of Workers
    4
    5
    1
    3
    4
  • (ii)
    Wages (in rupees)
    203 - 222
    223 - 242
    243 - 262
    263 - 282
    283 - 302
    No. of Workers
    4
    10
    3
    3
    4
  • (iii)
    Wages (in rupees)
    203 - 222
    223 - 242
    243 - 262
    263 - 282
    283 - 302
    No. of Workers
    4
    5
    3
    3
    4
  • (iv)
    Wages (in rupees)
    203 - 222
    223 - 242
    243 - 262
    263 - 282
    283 - 302
    No. of Workers
    4
    3
    5
    3
    4
  • (v)
    Wages (in rupees)
    203 - 222
    223 - 242
    243 - 262
    263 - 282
    283 - 302
    No. of Workers
    4
    4
    3
    3
    5
Question 6
6.
    • The daily wages (in rupees) of
    • 15
    • workers in a factory are given below.
    • Represent the data in the form of a frequency distribution
    • in exclusive form
    • taking class size
    • 30
    • .
      • 259
      • 294
      • 227
      • 273
      • 250
      • 288
      • 284
      • 257
      • 236
      • 200
      • 220
      • 268
      • 206
      • 219
      • 233
  • (i)
    Wages (in rupees)
    200 - 230
    230 - 260
    260 - 290
    290 - 320
    No. of Workers
    5
    4
    5
    1
  • (ii)
    Wages (in rupees)
    200 - 230
    230 - 260
    260 - 290
    290 - 320
    No. of Workers
    5
    10
    4
    1
  • (iii)
    Wages (in rupees)
    200 - 230
    230 - 260
    260 - 290
    290 - 320
    No. of Workers
    5
    5
    4
    1
  • (iv)
    Wages (in rupees)
    200 - 230
    230 - 260
    260 - 290
    290 - 320
    No. of Workers
    1
    5
    4
    5
  • (v)
    Wages (in rupees)
    200 - 230
    230 - 260
    260 - 290
    290 - 320
    No. of Workers
    5
    5
    2
    1
Question 7
7.
    • The weights (in gm) of
    • 19
    • fruits are as follows.
    • Form the grouped frequency table
    • in inclusive form
    • by taking class size
    • 50
    • .
      • 306
      • 255
      • 289
      • 245
      • 338
      • 264
      • 255
      • 281
      • 230
      • 327
      • 372
      • 256
      • 225
      • 382
      • 258
      • 215
      • 352
      • 383
      • 288
  • (i)
    Weight (in gm)
    215 - 264
    265 - 314
    315 - 364
    365 - 414
    No. of Fruits
    9
    3
    4
    3
  • (ii)
    Weight (in gm)
    215 - 264
    265 - 314
    315 - 364
    365 - 414
    No. of Fruits
    9
    1
    3
    3
  • (iii)
    Weight (in gm)
    215 - 264
    265 - 314
    315 - 364
    365 - 414
    No. of Fruits
    9
    4
    8
    3
  • (iv)
    Weight (in gm)
    215 - 264
    265 - 314
    315 - 364
    365 - 414
    No. of Fruits
    3
    4
    3
    9
  • (v)
    Weight (in gm)
    215 - 264
    265 - 314
    315 - 364
    365 - 414
    No. of Fruits
    9
    4
    3
    3
Question 8
8.
    • The weights (in gm) of
    • 15
    • fruits are as follows.
    • Form the grouped frequency table
    • in exclusive form
    • by taking class size
    • 40
    • .
      • 340
      • 385
      • 299
      • 301
      • 260
      • 206
      • 219
      • 328
      • 340
      • 237
      • 280
      • 332
      • 245
      • 360
      • 261
  • (i)
    Weight (in gm)
    206 - 246
    246 - 286
    286 - 326
    326 - 366
    366 - 406
    No. of Fruits
    4
    1
    2
    5
    3
  • (ii)
    Weight (in gm)
    206 - 246
    246 - 286
    286 - 326
    326 - 366
    366 - 406
    No. of Fruits
    4
    2
    3
    5
    1
  • (iii)
    Weight (in gm)
    206 - 246
    246 - 286
    286 - 326
    326 - 366
    366 - 406
    No. of Fruits
    4
    3
    7
    5
    1
  • (iv)
    Weight (in gm)
    206 - 246
    246 - 286
    286 - 326
    326 - 366
    366 - 406
    No. of Fruits
    4
    6
    2
    5
    1
  • (v)
    Weight (in gm)
    206 - 246
    246 - 286
    286 - 326
    326 - 366
    366 - 406
    No. of Fruits
    4
    3
    2
    5
    1
Question 9
9.
    • Given the sample data, prepare the class interval table in
    • inclusive
    • form with
    • 1
    • as min value and a class size of
    • 6
    • .
      • 39
      • 49
      • 1
      • 7
      • 47
      • 49
      • 35
      • 44
      • 25
      • 9
      • 37
      • 42
      • 49
      • 26
      • 19
      • 12
  • (i)
    Class-Interval
    1 - 6
    7 - 12
    13 - 18
    19 - 24
    25 - 30
    31 - 36
    37 - 42
    43 - 48
    49 - 54
    Frequency
    1
    3
    0
    1
    2
    1
    3
    2
    3
  • (ii)
    Class-Interval
    1 - 6
    7 - 12
    13 - 18
    19 - 24
    25 - 30
    31 - 36
    37 - 42
    43 - 48
    49 - 54
    Frequency
    1
    3
    1
    0
    2
    1
    3
    2
    3
  • (iii)
    Class-Interval
    1 - 6
    7 - 12
    13 - 18
    19 - 24
    25 - 30
    31 - 36
    37 - 42
    43 - 48
    49 - 54
    Frequency
    1
    3
    0
    3
    2
    1
    3
    2
    3
  • (iv)
    Class-Interval
    1 - 7
    7 - 13
    13 - 19
    19 - 25
    25 - 31
    31 - 37
    37 - 43
    43 - 49
    49 - 55
    Frequency
    1
    3
    0
    1
    2
    1
    3
    2
    3
Question 10
10.
    • Given the sample data, prepare the class interval table in
    • exclusive
    • form with
    • 6
    • as min value and a class size of
    • 7
    • .
      • 41
      • 6
      • 24
      • 37
      • 18
      • 45
      • 27
      • 44
      • 6
      • 31
      • 46
      • 39
      • 49
      • 31
      • 37
      • 30
  • (i)
    Class-Interval
    6 - 13
    13 - 20
    20 - 27
    27 - 34
    34 - 41
    41 - 48
    48 - 55
    Frequency
    2
    1
    1
    4
    3
    4
    1
  • (ii)
    Class-Interval
    6 - 12
    13 - 19
    20 - 26
    27 - 33
    34 - 40
    41 - 47
    48 - 54
    Frequency
    2
    1
    1
    4
    3
    4
    1
  • (iii)
    Class-Interval
    6 - 13
    13 - 20
    20 - 27
    27 - 34
    34 - 41
    41 - 48
    48 - 55
    Frequency
    2
    1
    6
    4
    3
    4
    1
    Assignment Key

  •  1) (iv)
  •  2) (ii)
  •  3) (v)
  •  4) (iv)
  •  5) (iii)
  •  6) (iii)
  •  7) (v)
  •  8) (v)
  •  9) (i)
  •  10) (i)