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ramandeep
22.09.2019 •
Mathematics
Four students wrote sequences in math class. angela -6,-9,-12,- bradley -2,-6, -12,- carter -1, -3, -9, - dominique -1, -3,-9, - which student wrote a geometric sequence? a)angela b)bradley c)carter d)dominique
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Ответ:
c) carter
ExplanationRemember that A geometric sequence is a sequence where each term after the first is found by multiplying the previous term by a fixed number called the ratio. So to prove if a sequence is geometric, y we just need to verify that the ratio between any tow terms of the sequence is the same.
Now, to find the ratio of a geometric sequence, we use the formula:
The formula just mean that we can find the ratio by dividing the current term and the previous term.
Let's apply this to our sequences:
Angela -6,-9,-12,-15,...
Take -9 as the current term and -6 as the previous term, so
and
; now let's find the ratio.
Lets check if the ratio hold for the next pair -9 and -12.
and
, so
The ratio is not the same, so Angela's sequence is not a geometric one.
Bradley -2,-6, -12,-24,...
For -2 and -6
For -6 and -12
The ratio is not the same, so Bradley's sequence is not a geometric one.
Carter -1, -3, -9, -27,...
For -1 and -3
For -3 and -9
For -9 and -27
The ratio is always the same, so Carter's sequence is a geometric one.
Dominique -1, -3,-9, -81,...
For -1 and -3
For -3 and -9
For -9 and -81
The ratio is not the same, so Dominique's sequence is not a geometric one.
Ответ:
carter
Step-by-step explanation:
edg 2020 december 10th
Ответ:
straight angle
Step-by-step explanation: