[FONT="]1. Find 2nd degree maclaurin polynomial that approximates f(x)=sec(x)[/FONT]
[FONT="]2. Find 3rd degree Taylor polynomial that approximates f(x)=(2/x) at c=1[/FONT]
[FONT="]3. Find radius of convergence of power series n=0 to infinity: ((2n)!*x^(2n))/(n!)[/FONT]
[FONT="]4. Find interval of convergence of power series n=1 to infinity: (-1^(n+1)*(x-4)^n)/(n*9^n)[/FONT]
[FONT="]If you guys can please answer these with work that would help me a lot for this final. Thank you so much
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[FONT="]2. Find 3rd degree Taylor polynomial that approximates f(x)=(2/x) at c=1[/FONT]
[FONT="]3. Find radius of convergence of power series n=0 to infinity: ((2n)!*x^(2n))/(n!)[/FONT]
[FONT="]4. Find interval of convergence of power series n=1 to infinity: (-1^(n+1)*(x-4)^n)/(n*9^n)[/FONT]
[FONT="]If you guys can please answer these with work that would help me a lot for this final. Thank you so much