let us consider i = 1,2,3,4.........11(rows)
and j=1,2,3 (columns)
and Xi,j = the ith element of jth column
1) X3,3=3rd element of 3rd column
X3,3 =56.9
2)
= 575.85+567.66+.........+977.33
=6516.46
3)
=575.85+56.9
=632.75
Word Online Column Row 159.26 463.54 161.02 483.55 124.84 575.85 3 3 49.3 53.8 56.9 4147.71...
Column Row 159.26 463.54 161.02 483.55 124.84 575.85 147.71 567.66 193.22 567.81 306.68 616.68 612.56 720.15 460.03 782.62 90.9 375.67 728.84 424.35 979.52 49.3 53.8 56.9 60.6 65.2 72.6 82.4 96.5 10 99.6 360.48 | 977.33 | 103.9 https://outlook.office.com/owa/?paths/attachmentlightbox ー HW1 Accessibility Mode Print Find 4, what is ΣΣχ, 5. Using the Σ operator write the notation that sums elements in rows 1 to 5 and columns 1 and 2. 6. Calculate the mean and variance ofxu O Type here...
Column 2 Row35A49.3 159.26 463.54 161.02 483.55 124.84 575.85 147.71 567.66 193.22 567.81 65.2 306.68 616.68 612.56 720.15 460.03 782.62 375.67 728.84 424.35 979.52 360.48 977.33103.9 53.8 56.9 60.6 4 6 7 8 9 10 72.6 82.4 90.9 96.5 99.6 3 OF 4 6. Calculate the mean and variance of Xij 7. Calculate the mean and variance of Xi2-
. Font Column Row 1 1 159.26 463.54 49.3 53.8 56.9 147.71 567.6660.6 65.2 72.6 82.4 90.9 96.5 99.6 360.48 977.33 103.9 161.02 483.55 124.84 575.85 2 4 193.22 567.81 306.68 616.68 612.56 720.15 460.03 782.62 375.67 728.84 424.35 979.52 7 8 10 Font 8. Calculate the covariance between Xa and Xi,2 9. Calculate the correlation coefficient between X1 and X,2
Column 2 159.26 463.54 2 161.02 483.55 124.84 575.85 Row 49.3 53.8 56.9 4147.71 567.66 60.6 5 193.22 567.81 65.2 306.68 616.68 72.6 82.4 90.9 375.67 728.8496.5 99.6 11360.48 977.33103.9 612.56 720.15 460.03 782.62 10 424.35 979.52 5. Using the Σ operator write the notation that sums elements in rows 1 to 5 and columns 1 and 2. 6. Calculate the mean and variance of X 7. Calculate the mean and variance of X2. 8. Calculate the covariance between X...
Column Row 159.26 463.54 161.02 483.55 124.84575.85 147.71567.66 193.22 567.81 306.68 616.68 612.56 720.15 460.03 782.62 375.67 728.84 424.35 979.52 360.48 977.33 103.9 49.3 53.8 56.9 60.6 65.2 72.6 82.4 90.9 96.5 99.6 2 4 9 10 8. Calculate the covariance between Xi and X 9. Calculate the correlation coefficient between X,1 and Xi2
Column 2 159.26 463.54 161.02483.55 124.84 575.85 147.71 567.66 193.22 567.81 306.68 616.68 612.56 720.15 460.03 782.62 375.67 728.84 424.35 979.52 Row 49.3 53.8 56.9 60.6 65.2 72.6 82.4 90.9 96.5 2 4 10 99.6 360.48 977.33 103.9 5 Using the Σ operator write the notation that sums elements in rows 1 to 5 and columns 1 and 2 6. Calculate the mean and variance of Xu 7. Calculate the mean and variance of X2. 8. Calculate the covariance between...
Column 2 159.26 463.54 161.02 483.5553.8 3124.84 575.85 56.9 60.6 65.2 72.6 82.4 90.9 96.5 10 424.35 979.52 99.6 11 360.48 977.33103.9 147.71567.66 193.22 567.81 6 306.68 616.68 612.56720.15 460.03782.62 375.67 728.84 7 4. What is ΣΣΧ, 5 using the Σ operator write the notation that sums elements in rows 1 to 5 and columns 1 and 2 6. Calculate the mean and variance of X. 7. Calculate the mean and variance of x
Column Row 2 159.26 463.54 49.3 161.02483.55 3124.84 575.85 147.71 | 567.66 193.22 567.81 306.68616.68 53.8 56.9 60.6 65.2 72.6 4 7 612.56 720.15 82.4 8 9 10 460.03782.62 375.67728.84 424.35979.52 90.9 96.5 99.6 360.48 9733 103.9 Accessbility ModePrin HW1 Online 7. Calculate the mean and variance of Xu 8. Calculate the covariance between X., andx 5 Outlook Edit and reply lide email HW1 Ac 9. Calculate the correlation coefficient between X and X2