Constructing a Taylor Series - Page 6
Questions
- How do you derive taylor polynomial for #x/(1+x)#?
- What is the McLaurin series of #f(x) = sinh(x)?
- How do you find the taylor series series for #((e^x)-1)/x# at c=0?
- How do I construct a Taylor series for #f(x)=1/sqrt(x)# centered at x=4?
- How do you find the Taylor polynomial of degree 10 of the function #arctan(x^3)# at a = 0?
- What would be the expansion of sin x in powers of x?
- How do you find the 1st 4 nonzero terms in the Taylor series expansion about x=0 for #f(x)= sqrt(1+x)#?
- How do you find the Taylor Series Expansion for #f(x)=e^(-3x)# at c = 2?
- What is the Taylor series expansion of #f(x) = 1/x^2# at a=1?
- How can you find the taylor expansion of #sqrt (x) # about x=1?
- Find the first five terms of the Taylor series for #x^8+ x^4 +3 " at " x = 0#?
- What is the Taylor series of #e^((-x)^2)#?
- How do you do the taylor expansion for #f(x)=log(x+1)# at x = 0?
- How do you find the Taylor series of #f(x)=sin(x)# ?
- How do you determine the third Taylor Polynomial at x=0 given #f(x)=cos(pi-5x)#?
- How do you find the taylor series of #f(x)=sinx# at #a=pi/6#?
- How do you do the taylor series expansion of #arctan(x)# and #xsinx#?
- How do you find the taylor series of #1 1x^2#?
- What is the taylor series used for?
- Suppose #T_4(x) = 7-3(x-2)+7(x-2)^2-6(x-2)^2+8(x-2)^4# is the degree 4 Taylor polynomial centered at x=2 for some function f, how do you estimate the value of f'(1.9)?