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# Question 1: “The connection between the change in a function from x=a to x=b and the area under the derivative of the function, provides the link between antiderivatives (or indefinite integrals) and the definite integral. This link is know as fundamental theorem of calculus.” Do you agree or disagree? Justify your response. Question 2: What is measured by the consumer surplus and the producer surplus? Is there any connection between the fundamental theorem of calculus and these surpluses? Explain. 0 See the video answer the question 1. Link: javascript:goMedia(‘Video’,’http://mediaplayer.pearsoncmg.com/assets/_wGZxtoak_4rXhNsxUz5xUDyOB_3n8iQ’,850,680);void(0); 2. Line: javascript:goMedia(‘Video’,’http://mediaplayer.pearsoncmg.com/assets/2nvq15J0HtgDcr15_6mBAfUg4e9dLAfA’,850,680);void(0);

 Question 1: “The connection between the change in a function from x=a to x=b and the area under the derivative of the function, provides the link between antiderivatives (or indefinite integrals) and the definite integral. This link is know as fundamental theorem of calculus.” Do you agree or disagree? Justify your response. Question 2: What is measured by the consumer surplus and the producer surplus? Is there any connection between the fundamental theorem of calculus and these surpluses? Explain. 0

See the video answer the question

1. Link: javascript:goMedia(‘Video’,’http://mediaplayer.pearsoncmg.com/assets/_wGZxtoak_4rXhNsxUz5xUDyOB_3n8iQ’,850,680);void(0);
2. Line:

javascript:goMedia(‘Video’,’http://mediaplayer.pearsoncmg.com/assets/2nvq15J0HtgDcr15_6mBAfUg4e9dLAfA’,850,680);void(0);

Interested in a PLAGIARISM-FREE paper based on these particular instructions?...with 100% confidentiality?