please solve this question step by step and make it clear to understand .please send clear...
please solve this question step by step and make it clear to
understand. Also, please send clear picture to see everything
clearly. thanks!
13. Let S be a compact metric space andK) a decreasing sequence of closed subsets of S. Suppose f:S-+S is continuous, prove that 1 1
13. Let S be a compact metric space andK) a decreasing sequence of closed subsets of S. Suppose f:S-+S is continuous, prove that 1 1
please solve this question step by step and make it clear to
understand. Also, please send clear picture to see everything
clearly. thanks!
4. Let X be a set and C(X) be the space of continuous real-valued functions on X. Define Il llae by llfllx = sup If(z) 1. Prove that (C(X), Il . llo) is a Banach space. (You may assume that l-llx defines a norm on C(x))
4. Let X be a set and C(X) be the space...
please solve it by easy way , and send clear picture .
2. Let Cla,히 be the space of continuous functions and define l|-lla via Show that (Cla, b),Il a) is a normed linear space. Moreover, prove that (Cla. b,1la) is not a Banach space is a normed linear space. Moreover, prove that (Cla, b
2. Let Cla,히 be the space of continuous functions and define l|-lla via Show that (Cla, b),Il a) is a normed linear space. Moreover, prove...
Please solve this step by step I do not understand the pivoting
in the table and I would like to learn how to do it thx!
Use the simplex method to solve the problem. Maximize subject to P = 4X2 + 12x2 2x1 + x2 58 Xy + 8x2 58 X1, X220 when X1 = The maximum value is P= (Simplify your answers.) and x2 =
Please solve by expert and make it clear to understand
step by step and make your hand write
Please compare between the Fourier Transform and Laplace Transform.
After reading the questions carefully, please
prove and compute the questions with clear hand writing.
I need to understand clearly, so when you prove these questions,
please prove it step by step clearly!!!!
3- Let f: [0,1R be defined by f(x) = x2. For each n e N, let P be the partition of [0, 1 into n equal subintervals 3-1) Find formulas for U (f, P,) and L(f, P,). You may use the formula 2 = " n)without proof....
please show step by step solution with a clear explanation!
Let A be a subset of a group G. Prove (directly from the definition of “subgroup”) that the centralizer CG(A) = {a E G | xa = ax for all a € A} of A in G is a subgroup of G.
Please solve step by step! I do not understand the simplex
method and how to pivot around the table can you please explain?
Thank you!
Use the simplex method to solve the problem. Minimize P = 2x1 - 5x2 subject to X1 + X2 54 +3x22 2 15 X1.x220 5x7 + The minimum value of Z is at x = and x2 = (Simplify your answers.)
Can you please provide clear
and step by step solution for both 3 and 4. Thanks :)
Exercise 5. [A-M Ch 3 Ex 7] Let R#0 be a ring. A multiplicatively closed subset S of R is said to be saturated if XY ES #xe S and y E S. 1. Let I be the collection of all multiplicatively closed subsets of R such that 0 € S. Show that I has maximal elements, and that Se & is maximal...
Please help me answer this question step by step with
all the subparts (a), (b), (c), (d), and (e) so I can understand
it! Thanks!
1. Two random variables X and Y have joint density function Jx,r.(r,f) (0,, oi.hcrwix:. (a) Determine the value of K. (b) Determine the marginal density function fx(a) and fy () (c) Determine the conditional density function fxjy(a3) and fyjx (Ja) (d) Determine the moments E(X), E(Y), E(X2), E(XY), and E(Y) (e) Determine correlation rXY, covariance...