Let X1, X2, ..., Xn be a random sample from a N (ux, ož)
population and let Yı, Y2, ..., Ym be a random sample from a N (uy,
ox) population, independent of the first sample. Find the 95th
percentile (to four decimal places) of the distribution of the
following random variables:
Question( E-M)
- Let X1 X2 Xn Be A Random Sample From A N Ux Oz Population And Let Yi Y2 Ym Be A Random Sample From A N 1 (123.92 KiB) Viewed 91 times
- New tal Max - New tal + х Q14.P | 011... 01.2.pe Adjustre|DQ 1.2.0.2 Mather 1combin combinhogg_e Combin BASHIR File C:/Users/bhabolaji/Documents/STAT%204380/STAT-4380%20Textbook/Mathematical%20Statistics-%20STAT%20... Not syncing TO HEE 105 of 1070 + o | OD AV (e) X1, when ux 100 and Ox = 10, 2 (1) Σ when n = 17, 1 OX X; - x X - MX (9) Ox/ X – x, wheti n = 14, (h) Sx/n 652 when n = 7. Oy (0) 0) when n=8, 10, and Ox = Oy, X-Y-(ux - WY) (k) when Oy Oy = 0, OVA » (Šx;)/(Ĉxt ), when= 12, m = 17. 4x = px = 0, and ox =ox, 3(X - 4x2 (m) 2. when n = 18, m=6, and ox=oy. (--) 1.71 Let X1, X2, ..., X7 be a random sample from a Nu, 16) population. Find the value of the constant c that satisfies P ($2 <c) = 0.99. 1,72 Let X1, X2, X3, X4 be a random sample from a N (1, 0) population. Find P(X > #+25). Type here to search 다 83°F 10:11 PM 9/6/2021 早