4. The mean marks got by 68 students in the subject of Statistics are 65. The mean of the top 10 of them was found to be 80 and the mean of the last 10 was known to be 50. The mean of the remaining 48 students is determined by а 60 b. 65 с. о d. 48 5. Which of the following statement is not a property of the standard deviation? a. It is always negative number b. It is affected by extreme values in a data set c. It is based on all the values in the data set

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4. The mean marks got by 68 students in the subject of Statistics are 65. The mean of
the top 10 of them was found to be 80 and the mean of the last 10 was known to be
50. The mean of the remaining 48 students is determined by
а. 60
b. 65
с. о
d. 48
5. Which of the following statement is not a property of the standard deviation?
a. It is always negative number
b. It is affected by extreme values in a data set
c. It is based on all the values in the data set
d. It is the most widely used measure of dispersion
Transcribed Image Text:4. The mean marks got by 68 students in the subject of Statistics are 65. The mean of the top 10 of them was found to be 80 and the mean of the last 10 was known to be 50. The mean of the remaining 48 students is determined by а. 60 b. 65 с. о d. 48 5. Which of the following statement is not a property of the standard deviation? a. It is always negative number b. It is affected by extreme values in a data set c. It is based on all the values in the data set d. It is the most widely used measure of dispersion
1. If in a discrete series 85% values are less than 30, then it describes what value
a. P20 = 85
b. Q1 = 30
c. Da5 = 75
d. Pas = 30
2. If the coefficient of variation for prices is 5.483% and the mean price is Rs 15.5, then
the variance price Rs² is equal to
a. 0.85
b. 84.9865
c. 28.269
d. 0.7225
3. Through visualization not mathematically determine the location of mean, median
and mode classes from the given Histogram of Prices of 300 cars.
Histogram
70
GO
so
62
40
48
49
45
30
20
24
10
23
17
13
095-1.495
195-2.495
2.9953.495
3995-4.95
5956.495
а. Мean 3D 1.449— 1.995, теdian
b. Мean 3D 1.449— 1.995, тedia %3D 2.495 — 2.995, тоde %3D 1.995 — 2.495
c. Mean = 2.995 – 3.495, median = 2.495 – 2.995, mode = 1.995 – 2.495
d. Mean = 1.995 – 2.495, median = 1.995 – 2.495, mode = 1.995 – 2.495
1.995 – 2.495, mode = 2.495 – 2.995
Transcribed Image Text:1. If in a discrete series 85% values are less than 30, then it describes what value a. P20 = 85 b. Q1 = 30 c. Da5 = 75 d. Pas = 30 2. If the coefficient of variation for prices is 5.483% and the mean price is Rs 15.5, then the variance price Rs² is equal to a. 0.85 b. 84.9865 c. 28.269 d. 0.7225 3. Through visualization not mathematically determine the location of mean, median and mode classes from the given Histogram of Prices of 300 cars. Histogram 70 GO so 62 40 48 49 45 30 20 24 10 23 17 13 095-1.495 195-2.495 2.9953.495 3995-4.95 5956.495 а. Мean 3D 1.449— 1.995, теdian b. Мean 3D 1.449— 1.995, тedia %3D 2.495 — 2.995, тоde %3D 1.995 — 2.495 c. Mean = 2.995 – 3.495, median = 2.495 – 2.995, mode = 1.995 – 2.495 d. Mean = 1.995 – 2.495, median = 1.995 – 2.495, mode = 1.995 – 2.495 1.995 – 2.495, mode = 2.495 – 2.995
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