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Conjecture a formula for un=un-1-2 where u0=4
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4-2*n
are yu sure that's typed right?
\[u _{n}=u _{n-1}+d\]
oh ok. so,\[u_{0} = 4 ?\]
\[u _{_{0}}=4\]
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than it is 4+n*d
is this that you need?
I saw that the equation would be y=-2x +4 but need a general solution in terms of recurrence
un=un−1+d if this is the general formula that the answer should be u0 + n times d
y=-2x +4 this is the same as I wrote first just written as a function
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yes but I need it in terms of previous
Use iteration (by hand or with your calculator) to explore the first few terms of each sequence. ii. On the basis of (i), conjecture a formula for a solution u(n) of the general affine system with r=1: (I) u0=c (R) un=un-1+d for n > 0
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