hi everyone
Question
a)Calculate the following sequence:
{(n^3)/(n^3+n^2+1)}^5,n=0
this is how i did it...
n = 1, =1/3
n=2,=8/13
n=3,27/37
n=4,64/81
n=5, 125/151
ans: 1/3,8/13,27/37,64/81,125/151
b){an}^6 ,n=0 if a(n+1)= (an+3)/(an+1), a0=2
a1= (2+3)/(2+1) = 5/3
a2=(3+3)/(3+1)=3/2
a3=(4+3)/(4+1)=7/5
a4=(5+3)/(5+1)=8/6
a5=(6+3)/(6+1)=9/7
a6=(7+3)/(7+1)=10/8
ans:5/3,3/2,7/5,4/3,9/7,5/4
did i do it right?please help advise.thank you