Mathematics Homework Help

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Statistics Worksheet

 

Hi there I need help with 60 questions all multiple choice. Please only do the problems listed below.

1-26, 30-35, 38-43, 48-56, 59-61, 64, 67, 68, 70, 75, 76, 80, 81, 85, 87, 88, 89

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Columbia University in the City of New York Linear Algebra Problem

 

just help me with my and step by step solve the questions. take it serisourly

rwjf;awajrgawrga make sure did everything right. help me explain work more

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SDSU Simulation Environment Problems

 

Note: Some problems have either hints or answers in the back of the book. Please , from the 1st picture do only 21, 24, 26 and from the 2nd picture do only 2,4, and 5. Note I will also upload the picture of the book we use maybe that would help. I still do not have the book. 

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STAT 200 Lincoln High School Find the Statistical Values Questions

 

I’m working on a statistics question and need support to help me understand better.

I’m working on a Statistics question and need an explanation to help me learn

I am needed help with my homework.

Please let me know if you time right away.

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K Nearest Neighbors and Bayes Algorithm Questions

 

Questions:

Please answer each of the following questions in detail and provide examples for better clarity wherever applicable. Provide in-text citations (two peer-reviewed sources)

1. Explain the K-Nearest Neighbors for prediction, accompanied by a simple example.

2. Explain Bayes’ Algorithm for estimating probability of an outcome, accompanied by a simple example.

Instructions

-One or two paragraphs per question

-Font: Times New Roman, Size 12

-At least 2 peer-reviewed sources (include DOI in reference page)

-In-text citations for each peer-reviewed source

-No plagiarism

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STATS 101 AACC 63% of Women Expect the Man to Pay on The First Date Discussion

 

Magazines often report surveys giving statistics such as, “63% of women expect the man to pay on the first date.”

  • Determine whether these are random samples.
  • Briefly discuss in the context of a specific example.
  • Remember to cite your sources.

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Anglia Ruskin Cambridge & Chelmsford HVAC Plans for a Residential Building Project

 

Refer to SheetsMP2, MP3, and MP4 from the Marseille residential building plans in the Large Prints supplement to
answer the following 10 questions. Complete activity 14-1 fill in the answer and save as pdf Attached powerpoint, Marseille , and activity 14-1

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Horace Mann School Subnetting & General Information Technology Questions

 

Sample questions:

1. Which technology provides a means of securing the interactions between domain name servers?

2. Ethernet uses ‘counted-effort’ delivery semantics and has distributed access control (true/false)

3. An IP packet destined for 192.168.1.10 arrives at a router. Which of the following routes from the routing table will be selected to forward the packet?

a) Send packets destined for 0.0.0.0/0 out port Eth0

b) Send packets destined for 192.168.0.0/8 out port Eth1

c) Send packets destined for 192.168.0.0/16 out port Eth2

d) Send packets destined for 192.168.20.0/24 out port Eth3

e)None of the above

4. Which one of the following addresses is a valid IPv6 address?

4001:1:0:4F3A:206:AE14

4001:1:0:4F3A:0:206:AE14

4001:1:0:4F3A::206:AE14

2001:1::4F3A:206::AE14

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MATH 524 University of California Operators on Complex Vectors Spaces Questions

 

this question deals with the “Laguerre Polynomials,” which are orthogonal
with respect to the inner product hf, gi =
Z ∞
0
f(x)g(x) e
−x
dx. Use the fact that
∀ integers p, q ≥ 0 hx
p
, xq
i = (p + q)! (“p plus q factorial”), to derive the first 4 (order
0, 1, 2, 3) orthonormal Laguerre Polynomials starting from elements of the standard
polynomial basis {1, x, x2
, x3}.

Let T ∈ L(C
7
) be defined by
T(z1, z2, z3, z4, z5, z6, z7) = (πz1+z2+z3+z4, πz2+z3+z4, πz3+z4, πz4,
√
7z5+z6+z7,
√
7z6+z7,
√
7z7)
Let Bs(C
7
) = {e1, e2, e3, e4, e5, e6, e7} be the standard basis of C
7
(a) (25 pts.) Find M(T, Bs(C
7

(b) (25 pts.) Find the eigenvalues {λk}k=1,…,?
(c) For each eigenvalue, λk:
i. (30 pts.) Find the eigenspace E(λk, T)
ii. (30 pts.) Find the generalized eigenspace G(λk, T)