# Cognitive Dissonance

Topic: cheating on their taxes by claiming a child that is not theirs.

Discuss possible explanations cheating on taxes using attribution theory. (My Portion 250 – 350 words with 1 outside reference and 1 text book reference)

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# Cognitive Dissonance

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Topic: cheating on their taxes by claiming a child that is not theirs.

Discuss possible explanations cheating on taxes using attribution theory. (My Portion 250 – 350 words with 1 outside reference and 1 text book reference)

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Describe the process you would go through to determine whether financial support is available to allow the requirements of an organisation to be achieved. (Please address the answer in the context of how that to be determined within an Australian Company from the accounting perspective) (Please type up your answer) Place this order or similar…

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tan (##pi/3##)==##sqrt3## tan (##pi/3##)= tan(##(180^o)/3##) = tan(##60^o##)=##sqrt3## {##NOTE##: I have substituted ##pi^c = 180^o## } Now, there’s a given way of remembering sine and cosine values of 5 crucial angles, which are, ##0^o##, ##30^o##, ##45^o##, ##60^o##, and ##90^o##. The sine values: sin(##0^o##) = ##0## sin(##30^o##) = ##1/2## sin(##45^o##) = ##1//(sqrt2)## sin(##60^o##) = ##(sqrt3)//2## sin(##90^o##) =…

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A metal container, which has a mass of 9.4 kg contains 18.0 kg of water. A 1.8-kg piece of the same metal, initially at a temperature of 200.0°C, is dropped into the water. The container and the water initially have a temperature of 14.1°C and the final temperature of the entire system is 16.1°C. Calculate…

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