Question

Hey can someone help me with this?

Answer 1

I need help with part b

Answer 2

f(x)=[x]-{x}+1

Answer 3

Slaibaak what happenned lol

Answer 4

\[s_2=\frac{1}{2}\]
\[s_3=2\]

Answer 5

Find similarly other terms

Answer 6

YAY this awesome :D Thanks u r really nice

Answer 7

[x] means greatest integer function
{x} means fractional part function

Answer 8

lol obviously i didnt follow haha its 4:30 am

Answer 9

to get \[s_n = {1 \over f({s_{n-1})}} \]

Therefore:

\[s_2 = {1 \over f({s_1})} ={1 \over f(1)} = {1 \over {1 + (1-0)}} = {1 \over 2}\]

Now you do the same for s_3, since you have s_2

Sorry, I took long, had to do something first

Answer 10

Just to show:

\[s_3 = {1 \over f({1 \over 2}) } = {1 \over 0 + (1- {1 \over 2})} = 2\]

Answer 11

i think i get it

Answer 12

:D

Answer 13

Thanks Slaaibak that was helpful :D