ANSWER:
The correct answer is option a that is r is near 0. (as the strength of linear relationship increases as r moves away from 0 towards -1 and 1 and so when r is near 0 , therefore the correlation is weak.)
help solve WHIC edullys STIUUIU U UU UJ Picpur TO D 1. Correlation is said to...
42.(a) Solve for u(r, θ): u,( 1,0)-0, u(23)-40. That is, the region is an annulus betweenr 1 and r-2 HINT: First draw a picture of it, to get a look at the problem. Now, you should be able to readily get u(r, θ)-(A+B In r) (C+D6) + (Er"+FF") (Geosx8+ Hsinx8). Then, see that you have 2n-periodicity, so K n (n-1,2,..) and D-0, so u ( r, θ)-A" + B. In r + an infinite series with r's and θ's in...
SPSS: Correlation Use SPSS or Excel to calculate the appropriate correlation coefficient for the following data for “Hours of Exercise” and “Life Satisfaction.” (0 = Not at all satisfied). Provide an APA-style results section write – up. (b) Graph the relationship. HINT: Below you will find instructions for the APA-style write-up. Complete the write-up on a word document and upload the file for submission. Hours of Exercise Life Satisfaction 2 6 0 2 5 13 6 15 1 3 2...
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Anyone Help Response Part A To D
Response Questions Part A To D In this exercise you will use the Correlation and Regression applet to make scatterplots with 10 points that have correlation close to 0.7. The lesson here is that many patterns can have the same correlation. Always plot your data before you trust a correlation. (a) Stop after adding the first two points. What is the value of the correlation?...
Using Laplace Equation PDE
42.(a) Solve for u(r, e): That is, the region is an annulus betweenr 1 andr 2. HINT: First draw a picture of it, to get a look at the problem. Now, you should be able to readily get Then, see that you have 27-periodicity, so K n (n-1, 2, ) and D-0, so u (r, θ) A' + B' In r + an infinite series with r's and θ's in it. But look at your picture:...
Help me please to solve questions c and d
8. (15pts) Consider the basis Buu2,u for R, where u ,1, 1)T u2 (1,1,0)T and u (1,0,1)T, and let T be the linear operator such that T(u(2,-1,3)T, T(u2) (-6,3,-9) and T(u) 1,5,0)T (a) Show that T(z, y, z) = I-7x + y + 8z, 9-Gy _ 4,-12x + 3y + 12z)" )T. - A(x, y, 2 (b) Assuming that 10-1/3 .r.e.f(A)-0-1/3 the linear operator T it an isomorphism (Justify your answer)....
츨…<L. t-o(see (1) in Section i2 4) s bject to the given conditions. Solve the wave equation, .a a r u(0, t)=0, u(T, t)=0, t> 0 ux, o) 0.01 sin(5tx), 0u t=0 u(x, t) = n=1 Need Help? LRead it . Talk to a Tutor l
츨… 0 ux, o) 0.01 sin(5tx), 0u t=0 u(x, t) = n=1 Need Help? LRead it . Talk to a Tutor l
3 Google Chrome Web Stor Paycheck PANETID Watch Descend PANETT U SU U U UU UU U US Halliday, Fundamentals of Physics, 10e Grossmont College Physics (PHYC-140-240-241) -ractice Assignment Gradebook ORION Downloadable eTextbook gnment MESSAGE HY INSTRUCTOR FULL SCREEN PRINTER VERSION BACK Chapter 08, Problem 007 The figure shows a thin rod, of length = 3.00 m and negligible mass that can pivot about one end to rotate in a vertical circle. A heavy ball of mass m 8.30 kg...
1. Let u be a solution of the wave equation u 0. Let the points A, B, C, D be the vertices of the paralleogram formed by the two pairs of characteristic lines r-ctC1,x- ct-2,+ ct- di,r +ct- d2 Show that u (A)+u (C)-u (B) + u (D Use this to find u satisfying For which (x, t) can you determine u (x, t) uniquely this way? 2. Suppose u satisfies the wave equation utt -curr0 in the strip 0...
Please help me with QUESTION 2.
1. Consider the electrical system shown below, for which the input variable u, the output variable y, and the state variables xi and x2 have been specified. R L + C (a) Determine the state-space model of the system (b) Show that the transfer function (from u to y) has the form bis H(s)=2+ajs+ a0 by relating (ao, ai, bi) to (R, L, C) (c) Show that the frequency response function (from u to...
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Question 1 These kinds of variables can be discrete: (select all that apply) ordinal O quantitative identifier categorical 1 none of these Question 2 Which previously learned formula is used as part of the calculation of P(X=x) for a binomial variable? combination permutation conditional probability joint probability