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A: The derivative of the function can be calculated by differentiating the function with respect to the...
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A: We can solve this
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A: We will find out the required truth table.
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A:
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A:
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Q: Let a(t), 2 < t< 8 be a positive function. Also, let the function 8(t) be defined as a'(t)/a(t) on t...
A: We will find out the required expression.
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Q: The linear congruences x = 3 (mod 6), x = 9 (mod 15) has simultaneous unique solution modulo .. Answ...
A: We will find out the required solution of given system of linear congruences.
Q: (b) (Challenge Problem) Show that if x1 + x2 + ·… +¤n = 1, and each r; > 0, then п — 1 2n 1<i<j<n
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A:
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A: We will find out the required equilibrium point.
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A: We will find out the required value.
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A:
Q: Assume we write 50 to the base 4, such that 50 (x)4, then x = Answer:
A: Assume that if we convert 50 to base 4 such that 50=(x)4. We need to find x.
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A:
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A:
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A: We will find out the required values.
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A:
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- . Let Dn be as in Example 10. Find a Hamiltonian circuit inCay({(r, 0), (f, 0), (e, 1)}:D4 ⨁ Z5).Does your circuit generalize to the case Dn ⨁ Zn+1 for all n ≥ 4?Can you use these results and Theorem 12.2 (see image) to test the nullhypothesis that ? = 150 thousand miles against the alternative hypothesis ? < 150 thousand miles at the 0.01 level of significance for the following: the times to failure of a power train component in a certain car make and model are (in thousands of miles) 225, 459, 54, 180, 585, 558, 36, 342, 270, 378, 108, 396, 18, 252,135, 18, 162, 297, 171, and 27. Consider these data to be a random sample from an exponential (?) population.6. i reposted it again because i wanted this in detailed not in online calculator, thanksFind the solution of the following Homogeneous Linear DE of Higher Order.
- Let X1, X2, ... , Xn be a random sample from N(μ, σ2). Find the Moment Generating Function of X̅. If n = 16 and σ = 2, compute P(-1 ≤ X̅ - μ ≤ 1).In rolling a fair die once, what is theprobability of rolling a 2 or an oddnumber? show solutionconsidering the nonhomogenous 2ndorder ode y'' + 4y = 10sin(9pi x t)
- Give a clear and detailed solution of the intergral of e^-ct/m 2)a. Show that W[5, sin2 t, cos(2t)] = 0 for all t by directly evaluating the Wrosnkian. b. Establish the same result without direct evaluation of the Wronskian.The article “n-Nonane Hydroconversion on Ni and Pt Containing HMFI, HMOR and HBEA” (G. Kinger and H. Vinek, Applied Catalysis A: General, 2002:139–149) presents hydroconversion rates (in μmol/g · s) of n-nonane over both HMFI and HBEA catalysts. The results are as follows: HMFI: 0.43 0.93 1.91 2.56 3.72 6.19 11.00 HBEA: 0.73 1.12 1.24 2.93 Can you conclude that the mean rate differs between the two catalysts?
- using simpson's 1/3 rule1. Find the natural cubic spline sN (x) passing through the 3 points (xj, yj) given by (0, 2), (2, 3), and (3, 1).Then evaluate sN (1).Let X3∼Bin(n,p), where n=201 and p=(22)/1000. Let Y3 be the Poisson approximation to X3. What is P(Y3≤4)? Round your answer to four significant figures.