Find the common ratio of the sequence. –4, 8, –16, 32, . . . –2 –12 -1/-2 12

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Find the common ratio of the sequence. –4, 8, –16, 32, . . . –2 –12 -1/-2 12

Mathematics
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to find common ratio divide next term by the previous one \[\large\rm r=\frac{ a_2 }{ a_1}~~or~~\frac{ a_3 }{ a_2} \]a_2 = 2nd term a_3 = 3rd term
wouldnt the next term be 36?
i'm getting -9 but thats not right..

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Other answers:

ratio between two numbers in geometric you will multiply the first by common ratio to get the nexxt one other way to solve for r is first term times r = 2nd term
\[\huge\rm a_1 \times r = a_2\] what is first term and what is 2nd one ?
aww i see
-4 and 36
i see what u did there it's `common ratio` not common difference
now first one is -4 2nd term is what ?
1st term , 2nd term , 3rd, 4th term..........
32?
2 comes after 1 so what's 2nd term in this sequence `–4, 8, –16, 32, . . .`
8
right so \[\huge\rm -4r=8\] solve for r
2?
hmm positive 8 divide by `negative 4` = ?
-32
divide not multiply
ohh
-2!
to find common ratio we should divide 2nd term by first one or 3rd term divide by 2nd term
right yahoo!
so i gueesed the right answer then :) thanku
can u help me with another?
2, –10, 50, –250, . . .
will try
find common ratio ?
yes
alright same steps try it!
divide any term with the previous one you can divide 4th by 3rd one 3rd one by 2nd one 2nd one by first one

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