10. Use Cramer's rule to determine equilibrium solution for two Interdependent commoditles, given Q1 = 10-2P,+ P2 O =5+2P,- 2P: 0,,=-3+ 2P, Q2=-2+3P,
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Q: 10.Use Cramer's rule to solve the linear system. 3x+ 5y = 8 y+z = 3
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Q: 1. Find y by Cramer's rule for the following linear system. x+Oy+2z 6 - 3r+4y+6z= 30 -r-2y+3z S
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Q: 1. Find y by Cramer's rule for the following linear system. x+Oy+2z=6 - 3r+4y+6z=30 -r-2y+3z=8
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- Give a clear and detailed solution of the intergral of e^-ct/m 2)Prove: If xp is a particular solution to the nonhomogeneous system ax=b then every solution ax=b can be written in the form x=xp+xh where xh is a solution to the corresponding homogeneous system ax=0In △ABC, ∠A is 40° , a=10 cm and b=12 cm. Determin c, to the nearest tenth of a centimeter. d) If side a is 12 cm rather than 10 cm, how many solutions are there? Explain why. e) If side a is 7cm rather than 10 cm, how many solutions are there? Explain why. f) Determine the minimum value of a that results in at least one solution. Calculate your answer to four decimal places.
- Answer the question Answers: 2a) Region: F = 20.93, Reject Ho; Affiliation: F = 248.21, Reject Ho; Interaction: F = 7.46, Reject Ho 2b) Ont vs. Mar: Q = 9.17*; Ont vs. Que: Q = 7.18*; West vs. Mar: Q = 8.37*; Ont vs. West: Q = .80(ns); West vs. Que: Q = 6.38*; Que vs. Mar: Q = 1.99(ns)Show that the equation x2 + y2 = 2003 has no solutions in theintegers.but where is solution for d.), e.) and f.)??
- The average number of customers in the system in the single-channel, single-phase model described in Section 12.4 is L=λ/(μ – λ) Show that for m = 1 server, the multichannel queuing model in Section 12.5, is identical to the single-channel system. Note that the formula for P0 (Equation 12-13) must be utilized in this highly algebraic exercise.Solve for z using cramer's rule. 2x-y-z=4 4x+y+z=2 3y+z=2