Question: The following data represents the marks of 50 students in one exam 75 96 35 82 88 92 | 75 38 52 54 63 66 91 54 25 54 64 28 38 25 59 70 57 56 58 57 80 28 72 50 52 38 65 15 30 36 70 78 16 25...

Question: The following data represents the marks of 50 students in one exam<br>75<br>96<br>35<br>82<br>88<br>92<br>| 75<br>38<br>52<br>54<br>63<br>66<br>91<br>54<br>25<br>54<br>64<br>28<br>38<br>25<br>59<br>70<br>57<br>56<br>58<br>57<br>80<br>28<br>72<br>50<br>52<br>38<br>65<br>15<br>30<br>36<br>70<br>78<br>16<br>25<br>22<br>77<br>35<br>53<br>58<br>35<br>26<br>50<br>77<br>1. Arithmetic Mean, Geometric Mean, Harmonic Mean and Root Mean Square.<br>2. The Arithmetic Mean of this data, if the teacher adds 5 degrees to each student.<br>3. M. D, S. D and C.V<br>4. The Empirical relation among Mean, Median and Mode can be given by the following<br>equation: Mean-Mode = 3(Mean-Median). Is this relation can be applied for this data?<br>Why?<br>5. Draw the Histogram for this data.<br>

Extracted text: Question: The following data represents the marks of 50 students in one exam 75 96 35 82 88 92 | 75 38 52 54 63 66 91 54 25 54 64 28 38 25 59 70 57 56 58 57 80 28 72 50 52 38 65 15 30 36 70 78 16 25 22 77 35 53 58 35 26 50 77 1. Arithmetic Mean, Geometric Mean, Harmonic Mean and Root Mean Square. 2. The Arithmetic Mean of this data, if the teacher adds 5 degrees to each student. 3. M. D, S. D and C.V 4. The Empirical relation among Mean, Median and Mode can be given by the following equation: Mean-Mode = 3(Mean-Median). Is this relation can be applied for this data? Why? 5. Draw the Histogram for this data.

Jun 07, 2022

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Question: The following data represents the marks of 50 students in one exam 75 96 35 82 88 92 | 75 38 52 54 63 66 91 54 25 54 64 28 38 25 59 70 57 56 58 57 80 28 72 50 52 38 65 15 30 36 70 78 16 25...

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