Find the 7th term of the sequence-1,-2,-4,-8
can you determine a pattern?
lets factor out the negative -(1,2,4,8,...) might make it clearer
sorry its asking u to subtract the digit to itself to gt next digit becoz the digits are negative
What do you mean?
(-1-1)=(-2-2)=(-4-4) & so on to gt ur seventh term
do u understand @lovejones2012 ???
hmmmmmmmmm?
(-4-4)=-8 (-8-8)=-16 (-9-9)=-18
@amistre64 was also asking u to determine a pattern something like that:)
-16-16 rather than -9-9 tho ;)
ya!
So the answer is -16- -16?
Can't we just say that we are multiplying 2 to get the next term?
I meant to say -16 -16??
We are making this a little tedious by first subtracting 2 then 4 then 8.. this is a geometric sequence with -1 as \(a\) and 2 as \(r\)!
if we call the "current term"; An if we call the "next term"; An+1 we can see that each An+1 term is equal to 2 times the An term
\(T_n = T_{n - 1} \times r\)
Parth, do the interaction of the asker indicate that they are that advanced yet?
Sorry, Amistre.
So what is the answer? I am confused.....
the answer is what we get after we go thur the process
To make it simple, you may just multiply the number that you have already been multiplying to get the next terms in the sequence.
That special number is \(2\)!
Not two factorial, but two.
1st term = -1 2nd term = 1st term * 2 = -1*2 = -2 3rd term = 2nd term * 2 = -2*2 = -4 4th term = 3rd term * 2 = -4*2 = -8 and it follows this same pattern from 1st to 7th
so, what would you say the 5th term would be if you follow the pattern laid out?
?
you will have to be clearer than that since i cannot read minds ....
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