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1. Consider the reaction given below with qA(0) 10,q (0) 20,,(0) 0, k 4. Solve for qA- ap
1. Consider the reaction given below with qA(0) 10,q (0) 20,,(0) 0, k 4. Solve for qA- ap
Q , Solve the heat equation in one dimension: subject to the conditions u (0,t)-u (π ,t )-0 and V (x,0) sin 3x
Q , Solve the heat equation in one dimension: subject to the conditions u (0,t)-u (π ,t )-0 and V (x,0) sin 3x
3-14 Solve the diagram for the unknown Q assuming an 8% interest rate. 2000 0- 0 4
1) Solve the following: Q Total Utility 0 0 1 60 2 130 3 190 4 230 5 250 Calculate her Marginal Utility at Q 2? 2) Marginal Utility at Q 4? 3) Average Utility at Q 3? 4) Average Utility at Q 5?
Please solve as if you didnt have the answer.
5. Solve u(a,0) = 0 ( 2) Answer: u ( r, θ) =-( a2-r
Consider the constant-elasticity demand function Q = p^−ε, where ε > 0. a. Solve for the inverse demand function p(Q). b. Calculate the demand price elasticity. c. Show that p(Q)/MR(Q) is independent of the output level Q. (Hint: Use the relationship between marginal revenue and the elasticity of demand.)
solve for the indicated variable (q)
Solve for the indicated variable. 1 1 1 + gp -; for a q q= (Simplify your answer.)
k(q)^2 / r = mv^2 please solve for v where k = 8.99x10^9 C, q = 10x10^-6 C, r = 0.055m, m = .001g. This problem is solving for electric potential energy and electric potential the right answer is V = 4.04x10^3 m/s. But I keep getting the wrong answer please do a step by step to show me thank you.
Q- Solve the problem by Laplace transform, y + 3y = 6, given that at t=0, y=1, then take inverse Laplace transform to get y(t).
1268365
Please solve it step by step
Q. 122 If p + q +r = xs , q +r +s-yp non coplanar vectors, then p + q +-+-|- and are p,q,r (A) I (C) 2 3 (D) 3