Macularin series for 1/x^2
Answers
Answered by
1
Answer:
Step-by-step explanation:
- so ,we will have to take n diversity of 1/x.n=3 is theminimum in my opinion if you want to see significant chunk of pattern ,but let us stop at n=4 ;this diversity is not too bad,i guess . you just get preety large number past n=4
- power of f(x) is 0 =f(x)=(x)power is -2=1/xsquare
- f'(x)=-2x power -3=-2/xcube
- f''(x)=-6xpower -4=6/xpower4
- now let's plug them in .Just remember:
- x_a,except for the term(x-a)power n,which remains (x-a) pwer n
- n does not vary from 0 toyour chice of n. we chioce n end =4
- a is a constant we choose. we choose a =1 for simplicity, and because it close to x=0. a does not vary
Similar questions