Please help me understand the following question thank you so much
Please help me understand the following question thank you so much ). Let A = {x, y, z} and B = {w, x, y}. List the el...
can some please help me understand this question and also if it can be handwritten not typed thank you so much Let U be any set. Prove that for every B ∈ ℘(U) there is a unique D ∈ ℘(U) such that for every C ∈ ℘(U), C \ B = C ∩ D. This problem is similar to Examples 3.6.2 and 3.6.4 and to Exercise 8 in Section 3.6 of your SNHU MAT299 textbook.
Hi! Please help me with question #1. Thank you so much! 1) Let F be the function from R x (-1,1) to R3 given by F(u,0)= ( (2- sin u, vsin (2+v cos vcos COS u Let (u, ) and (u2, 2) belong to the domain R x (-1, 1) of F. Prove that F(u1, U1) (u1(4k 2),-v1) for some relative integer k. Hint: In terms of the spacial coordinates a, y,z compare the quantities 2 +y2 F(u2, 2) if...
Please help me with this question, thank you so much! For each of the two production functions, if w (cost per unit of labor) is $2 and r (cost per unit of capital) is $6, find the cost minimizing value of L as a function of K. a. Q = 1 1/2K1/4 b. Q = 300L-30L2 + 65K-2K2 + 3L*K
PLEASE HELP ME AND EXPLAIN 5b because I don't understand it. THANK YOU SO MUCH Problem 5. Use Laplace's Transform to verify that sin (t (b) little more challenging) dt
Hi! Please help me with this question #1. Thank you so much! In each of Problems 1-6, find the expansion of f(x) in the eigenfunctions of the given Sturm-Liouville prob- lem. Compare graphs of the function and the Nth par- tial sums of the series for the given N. Also use the convergence theorem to determine what this eigen- function expansion converges to on the relevant open interval. 1. y' + y = 0; y(0) = y(2) = 0 f(x)...
Hi! Please help me on this question #41. Thank you so much! (by giving the p.m.f. or p.d.f.) whose the cumulative distribution function F(t) satisfies F(n) = 1 - 1 for each positive integer n. Exercise 3.41. We produce a random real number X through the following two- stage experiment. First roll a fair die to get an outcome Y in the set {1,2,...,6}. Then, if Y = k, choose X uniformly from the interval (0, k]. Find the cumulative...
QUESTION 26 AND 31 PLEASE SHOW STEPS THANK YOU SO MUCH J-2 J-V4-z² Ji 26. Let be the region below the paraboloid x2 + y? = z – 2 %3D that lies above the part of the plane * + Y + z = I in the first octant. Express f (x, y, z) dV as an iterated integral (for an arbitrary function J). 27. Assume J (ª, Y, 2) can be expressed as a product, f (x, y, z)...
Can someone help me understand why this one is wrong? thank you so much. Incorrect Question 2 0/2 pts Calculate the change in internal energy for a system that is giving off 45.0 kJ of heat and is performing 855 J of work on the surrounding. -45.9 kJ 44.1 kJ 9.00 x 10^2 kJ -9.00 x 10^2 kJ
Please help me understand the following question and if it can be solved in written form please thank you so much Let U be any set. Prove that for every B ∈ ℘(U) there is a unique D ∈ ℘(U) such that for every C ∈ ℘(U), C \ B = C ∩ D. This problem is similar to Examples 3.6.2 and 3.6.4 and to Exercise 8 in Section 3.6 of your SNHU MAT299 textbook.
Please help me solve this question, thank you! If the function z -f(x,y) has continuous second order partial derivatives f(x, y), fry (x,y)- fyr(r, ), fw(x, y), and if co 0, y sin 0, show that ух んyy