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1
Today we're going to be talking about how to list the first several terms of a sequence.
2
And in this particular problem we've been asked to list the first five terms given that a sub 1 is equal
3
to one and a formula here for a sub and plus one at the end plus one term which we've been given as
4
5 a sub n minus 3.
5
So it a problem like this when we're listing the first several terms the first thing we want to do is
6
start constructing a table of values.
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We know here that our first term a sub one is equal to one so let's go ahead and write that down a sub
8
1 is equal to 1.
9
Now we need to find the next term in the sequence Well that's going to be a sub 2 and we don't know
10
the value of it yet but we know that it's going to be one greater than a sub one.
11
So we've got here a sub 2.
12
Okay so how do we find a sub 2.
13
We're going to be using the formula for a sub and plus one.
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Well if we're using this formula here for Aisyah then plus one we know since this is plus one.
15
And this is n that the value of a sub and plus one is dependent on the previous value.
16
Subban right.
17
Because A-7 is exactly one less than a sub and plus one.
18
So a 7 is going to be US plugging in the previous value that we found.
19
So to find a sub 2 we're going to get five right which comes directly from our ace and plus one formula
20
times a sob in the previous term.
21
Thats a sub once we multiply that by one there because the value of a sub one is one and then we go
22
ahead and subtract three.
23
So what we get there then is a sub 2 is equal to 2 5 minus 3 which is 2.
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So now we have a value for a sub to a sub 3 the next value is going to involve the exact same formula
25
but now are going to be using a sub to the previous term before a sub 3s are going to get five times
26
our previous value here for a sub to 2.
27
And then we're going to subtract 3 there that's going to give us 10 minus 3.
28
And we know that a sub 3 is equal to 7 and we just keep going like this until we have the first five
29
terms of our sequence so a sub 4 will be 5 times the previous value 7 minus 3.
30
That will give us 35 minus 3 or a sub 4 is equal to thirty two and finally a sub 5 the fifth value or
31
the fifth term in our sequence will give us 5 times 30 to minus three which is going to give us 160
32
minus 3 or subtype is equal to one fifty seven and we could just continue on like that for however many
33
terms we were asked to list.
34
So thats how you use the first time in a sequence and a formula for the end plus 1 term to list the
35
first several terms in the sequence.
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