Important Questions of Statistics Mathematics | Zigya

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81.

In the following frequency distribution, the upper limit of the fourth class is

Daily wages (in र)

Frequency

290–325

5

325–360

2

360–395

4

395–430

6

430–465

7

465–500

5

  • र 430
  • र 395
  • र 500 
  • र 500 
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82. In a histogram, the heights of the rectangles are
  • inversely proportional to the frequencies of the corresponding classes
  • directly proportional to the frequencies of the corresponding classes
  • directly proportional to the widths of the corresponding classes
  • directly proportional to the widths of the corresponding classes
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83. In case of unequal classes, the formula for reassessing the frequency of a class is reassessed frequency =
  • 8

  • 5

  • 10

  • 10

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84.

If a frequency polygon is drawn from the following frequency distribution, then its first two points will be

Marks (out of 50)

Number of students

0–10

8

10–20

10

20–30

6

30–40

7

40–50

10

  • (0, 0), (4, 0)
  • (–5, 0), (4, 0)
  • (5, 8), (5, 10)

  • (5, 8), (5, 10)

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85.

If a frequency polygon is drawn from the following frequency distribution, then its last two points will be

Marks (out of 50)

Number of students

0–10

8

10–20

10

20–30

6

30–40

7

40–50

10

  • (35, 7), (45, 10)
  • (5, 50), (50, 0)
  • (50, 5), (50, 0) 
  • (50, 5), (50, 0) 
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86. The position average is
  • arithmetic mean

  • median
  • geometric mean
  • geometric mean
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87. The modal value of a series is
  • middle value
  • value with maximum frequency
  • value with minimum frequency
  • value with minimum frequency
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88.

The median of the following series is

520, 20, 340, 190, 35, 800, 1210, 50, 80.

  • 1210
  • 520
  • 190
  • 190
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89. Marks of four students in statistics are 53, 75, 42, 70. The arithmetic mean of their marks is
  •  42
  • 64
  • 60
  • 60
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90. A student got respectively 85, 87 and 83 marks in Mathematics, Physics and Chemistry. The mean of his marks is
  • 86
  • 84
  • 85
  • 85
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