demonstrate in graphic form the variability | ||
X (income) | No. of persons | Cumulative frequency (cf) |
180 | 16 | 16 |
200 | 24 | 40 |
250 | 26 | 66 |
280 | 30 | 96 |
demonstrate in graphic form the variability X (income) No. of persons Cumulative frequency (cf) 180 16...
demonstrate in graphic form the variability X (income) No. of persons (F) 200 24 250 26 180 16 300 20 350 6 280 30
describe the skewness and kurtosis with the distribution graph. X (income) No. of persons Cumulative frequency (cf) 180 16 16 200 24 40 250 26 66 280 30 96
describe the skewness and kurtosis with the distribution graph. X (income) No. of persons (F) 200 24 250 26 180 16 300 20 350 6 280 30
For the following frequency distribution, what is the cumulative frequency for the class “30-under 40”? Class interval Frequency 10-under 20 20 20-under 30 16 30-under 40 30 40-under 50 18 20 36 66 30 83 2. 57 23 35 18 35 26 51 47 29 21 46 43 29 23 39 26 41 19 36 28 31 42 52 29 18 28 46 33 28 20 Class Interval Frequencies 16 - under 23 23 - under 30 30 - under...
Personal Income per Capita by State Cumulative frequency 50 40 за 20 10 48 15 34 15 Per capita income $1000) 27.5 32.5 375 42.5 475 52.5 (i) Ogive Showing Cumulative Percentage of Data Personal Income per Capita by State Percent of states 100% 100 90 80 70 60 50 40 30 20 10 96 30 Per capita income (S1000) 27.5 325 37.542.5 475 52.5 (a) How were the percentages shown in graph (i) computed? 0 The percentages in graph...
RANGES FREQUENCY RELATIVE FREQUENCY CUMULATIVE REL. FREQ. 1 - 10 11 - 20 21 - 30 31 - 40 41 - 50 51 - 60 61 - 70 71 - 80 81 - 90 91 - 100 '= 100 DATA VALUES?? SO, WHAT DOES A FREQUENCY TABLE TELL US? If you wrote each of the above data values on a ping pong ball,, put them in a jar and blindly pulled one out: What is the probability that this ball...
There are 180 primary schools in a country area having an average of 30 or more people under the age of 21 per class. A sample of 30 schools drawn using systematic sampling with an interval of k= 6. Serial number 1 2 3 4 5 6 7 8 9 10 No. of students 60 200 45 50 40 79 35 41 30 120 Serial number 11 12 13 14 15 16 17 18 19 20 No. of students 300...
Age, Deviation, Squared Deviation, Frequency, Frequency x Squared Deviation EXERCISE #2 You fill in the 3rd column of this table. The first entry is done for you. Commas are not necessary. Frequency Table for Data Set B Age (years) Frequency Age x Frequency 18 19 20 21 1782 105 45 31 12 28 10 15 16 1995 900 651 23 24 25 26 27 28 29 30 31 35 644 2 40 3 75 416 2 16 280 2 32...
please help 1. Consider the sample given below. Find the following information. 16 32 40 52 19 34 43 54 20 35 46 57 21 35 46 62 23 35 46 23 36 48 27 39 50 A. 1 B. Range = C. Midrange D. Mode = E. Class width if we wish to have 5 classes = F. How many numbers are strictly below 50? G. What percent of data are strictly below 50? H. Make a complete frequency...
Can somone show me how to do the 1st problem? Need to find the LS and SS for the fit and the LH and SH for the hole. Fits are all SHAFT BASIS METRIC but the shaft and hole diameters can not be used right out of the table. This is because the 3mm shaft tolerance does not match. You will need to lookup the "Fit" from the table, and then use the LS (Largest Shaft) and SS (Smallest Shaft)...