SOLUTION: use the following recursive formula to write the first five terms of the sequence.. t1=2, tn=2(tn-1)+3 how do i do this??
Algebra.Com
Question 415544: use the following recursive formula to write the first five terms of the sequence.. t1=2, tn=2(tn-1)+3 how do i do this??
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
We have and the initial condition . To find , just replace n with 2 in the first equation, i.e.
(since we already have )
Repeat the same process to find through .
RELATED QUESTIONS
How do we work out this equation
Tn=Tn-1+1÷Tn-2 to get the next equation
T1=2... (answered by ikleyn)
what are the first four terms of the geometric sequence t1=-2,... (answered by t0hierry)
How do I prove the following sequence is geometric?
tn = 24 x... (answered by Theo)
If t1 = 4 and tn = tn-1 + (the whole fraction is neagtive) -5/2 find the first 4 terms of (answered by ikleyn)
tn= tn-1/2 and t1 =80
Find the next four terms given the recursive definition
t2= ?... (answered by stanbon)
T1=1,T1=2Tn-1+2
write the first five terms of the... (answered by Edwin McCravy)
can you solve this without log? if yes, how do u solve this?
a sequence t1, t2, t3,... (answered by robertb)
Write an explicit formula for the sequence determined by each recursion formula.... (answered by KMST)
Use the rule tn =-3n + 55 to find the first five terms in the arithmetic... (answered by ewatrrr)