Just give your answer, please don't copy someone else's answer, thanks. Plagiarized answers will be reported (a) Use the Taylor series expansion to derive a three-point finite difference formula thatevaluates the first derivative dy/dx at point x=x; with given points (xi,yi), (Xi+1,Yi+1), (Xi+2, Yi+2),which are not equally spaced. Use three terms of the series plus the remainder. (b) Derive forthe case when the spacing between the points is equal, a simpler finite difference formula.(c) Use the data in the table to derive in a MatLab scipt the derivative of the point x=x₁. NoMatLab build-in function is allowed to be used. Submit for (a) and (b) your hand calculationsand for (c) your MatLab files.Xi5.49Xi+15.58Xi+25.63Yi8.08Yi+18.12Yi+28.15

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Answered: (a) Use the Taylor series expansion to…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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The mean of 14 numbers in a data set is 43. A new number is included in the data set. It changes the mean to 44. What is the new number? Record the result below accurate to two decimal places.
Hi I still need more help to this question please do not use chatgpt. BritBox is a streaming service that "brings you the best of British telly, direct from the UK" (https:/ /www.britbox.com/us/about). BritBox has shows in four genres: drama; mysteries; comedy; and documentaries/ lifestyle. To better understand the streaming market, an analytics team at BritBox collected data on which genres their customers watched.The analytics team found that: All customers watch at least one genre of shows. 80% of customers watch more than one genre of shows. 50% of customers watch mysteries. Of those who watch more than one genre of shows, 60% watch mysteries. Calculate the probability that a randomly selected customer watches exactly one genre of shows and that genre is not mysteries. This is my work Let's define the events: A = Customer watches exactly one genre of shows. B = Customer watches mysteries. We are asked to find the probability of P(A and not B), which means a customer watches…
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