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A: Solution is following in explanation step.
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A: Step 1:As you ask question 1, I solved it but if you need other parts you can ask.
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- The number of defects on the front side (X) of a wooden panel and the number of defects on the rear side (Y) of the panel are under study. Suppose that the joint pmf of X and Y is modeled as fxy (x,y)=c(x+y), x=1,2,3 and y=1,2,3. Check if the number of defects on the front side (X) of a wooden panel and the number of defects on the rear side (Y) of the panel are independent.Help me please1. у%3D х3 — 2х2 + 3х — 5 y = 3 – 2x² + 3x – 5 dy - Зx2 — dx 4x + 3
- 2. Estimate the solution of 3x? = ex + 2 with po = 1, p1 = 1.8 using SECANT METHOD. Find 2 %3D %3D Iterations.Your answers are saved automatically. Remaining Time: 1 hour, 19 minutes, 10 seconds. v Question Completion Status: A Moving to another question will save this response. Question 1 If y = u3 -4 and u = 3x2 + 10 , find y' %3D %3D O 3x(6x2 + 10)2 O 6x(3x2 + 10)2 O 18(3x2 + 10)2 18x(3x2 + 10)2 A Moving to another question will save this response. axerSolve the orthogonal trajectories of the problem
- Ify %3D (x + 1)(2х -), then y' will be A. (x + 1)(2 – V) + (2x -) В. (х+ 1) + (2х-v)(2 — Vx) 1 c. (x+1)(2- + (2x – v3) х+ 1) (2 + (2х — Vx) С. D. (x+1)(2– D. (x+ 1)(2 + [2х 2Vx/ 2VxNote: Give me right solution with clear steps. Given the data points; (2,5),(3,1),(5,2),(6,0) and (7,3),indicate ln(y-C1) =C2+ln x using Least square methodB/ solve the following P.D.E by Lagrange method: az az 3 = x²y z(x, 2) = x %3D ax ду