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which expression defines the given series for seven terms? -13 + (-16) + (-19) +... help me pleaseee:)
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T=-3n-10
thank youuuu!!:)
A{n+1} = A{n} - 3 ; A{0}= -13 defines the sequences; and I spose the sum of the functinal equation would define the series right?
He's more likely to be right than me take his answer instead It depends what expression you normally use
is should prolly rewrite my recursion as: \[A_{n}=A_{n-1}-3;A_0=-13\]
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\[A_n = -13 -3n\] perhaps?
yeah, that start at 1 or 0 can be rather indeterminate :)
I learnt it by starting at \[t _{1}\] with it being\[ t_{n}\]
But I remember the \[ A_{n+1}\] being another way of writing it
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