There are 2 main types of sequences:
1.) Arithmetic- tn*t1+(n-1)d
n=term # t1=first term d=what you add
2.) Geometric- tn=t1*r^(n-1)
r= what you multiply by
Example: find the formula for the nth term of the arithmetic sequence
3,5,7
tn= 3+(n-1)(2)
tn=3+2n-2
tn=1+2n
Example: find the formula for the nth term of the sequence
3, 4.5, 6.75
divide the second term by the first to get your r.
4.5/3= 3/2 r= 3/2
tn=3(3/2)^n-1
I could use some help on the problems that ask you specifically to find the 200th term for example. I could also use some help with the recursive definitions. THANKSS!!!
ALSO, if anyone can exlpain how to find the equation of a graph when given a graph, i'd like your help.
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