Please answer this question in typed format. I will rate you for sure. A. Approximate the following function with 2nd order Taylor Series near x = 0. What is the name of the resulting polynomial? I. f(x) = √ 1 − x B. What is the error in the Taylor series approximation above at the point x = 3?

I send the question several times and pay, but it seems that you do not deserve respect. I said several times, please circle the answer and write it correctly if you write by hand.

I send the question a second time and pay for each question. Can I explain to you how to write the answer correctly? How can I explain that you write by hand, it is very bad and unreadable? Please give the final answer and you already answered it wrong.

please help me! i need help with part b. i really have been stuck and literally crying because I am terrible with approximation

Please show all the steps!

5F. Please see picture

You will need a calculator for this question. As always, show your work. Please use a third-order Taylor polynomial to estimate 8.1 to six decimal places. What is the error (that is, the difference between this and the actual value), to three significant digits?

11. Use a table to find the Taylor polynomial P3 (x) for f(x) = √x - 1 A. B. P3 (X) Use the series to approximate to 4 decimal places. P3 (2.3) Find the actual Value (put 2.3 in for x in f(x). around c = 2. (4 decimal places} D. Find the error by subtracting from the actual value

Correct answer please 8

a. Approximate the given quantity using Taylor polynomials with n = 3. K b. Compute the absolute error in the approximation assuming the exact value is given by a calculator. e0.08 a. p3 (0.08) 1.0832853 (Do not round until the final answer. Then round to seven decimal places as needed.) b. absolute error (Use scientific notation. Use the answer from part a to find this answer. Round to two decimal places as needed.)