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Poverty, power, welfare, and community services

Bachelors Community Services Intro to Community Services (INT 101) Assessment 4: INDIVIDUAL ASSESSMENT-REPORT Due Date: 4 Dec (1pm) Word count: 1300-1500 words REPORT: Poverty, power, welfare, and community services What you are required to do: Watch the following documentary Struggle Street, Episode 1 on SBS on Demand: https://www.sbs.com.au/ondemand/video/1608672835527/struggle-street My account login on SBS on Demand […]

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Discuss how you will apply this ethical theory and/or practice to your leadership.

This is the Signature Assignment that measures the Program Learning Objective (PLO) of Application and the Institutional Learning Outcome (ILO) of Integrated Learning. During the BAOL program you have built a strong foundation in the principles and theories of leadership, and developed skills and competencies critical to leadership effectiveness. In this capstone course, you will

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Linear block code

1.       The generator matrix of a linear block code C (7, 3) is given as G  =  (a) Determine the systematic form of the given generator matrix. (b) Find the parity check matrix. (c) Find the minimum distance of the code. (d) Decide on the error detection and correction capability of this code. (e) Construct

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Assessment Task 3 Research Report

CPCCBC5006B Apply site surveys and set-out procedures to medium rise building projects Assessment Task 3 Research Report Students are to research using the internet, at least 4 separate businesses that offer the service of site set out and surveying and investigate: e.g. http://www.neillydavies.com/services/engineering-survey/construction-set-out-survey-2/ Range of Services offered Pricing structure Present your findings in a report

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Hamming sphere

The parity check matrix of a linear block code C(7, 4) is given asH = (a) Find the generator matrix in systematic form. (b) Find the minimum distance of the code using the parity check matrix. (c) Decide on the error detection and correction capability of this code. (d) Let tc be the number of

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The data vector

The generator polynomial of C(n = 8, k = 4) cyclic code is given asg(x) = x4 + 1 (a) Find the parity check polynomial of this code. (b) Express the data vector d = [1 0 1 1] in polynomial form, and encode the data polynomial using non-systematic and systematic encoding methods. Obtain the

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