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Write the formula for the geometric sequence. 5, 10, 20, 40, … A. an=40∙2n-1 B. an=40∙2n C. an=5∙2n-1 D. an=5∙2n
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Let \(n=1\) and see which ones still work.
So what does n represent? The number of the term. So n=1 for 5 since it's the first term. n=2 for 10, since it's the second. an on the other hand represents the number itself, so a1=5, a2 represents 10. Of course, that's not multiplication, the n is the subscript just like the 1 and 2 I wrote next to the a, so don't confuse it.
So is the answer B?
@Kainui Use \(\LaTeX\)
is it B?
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No
See for B\[ a_1=40^{2(1)}=40^2\neq 5 \]
than is it D?
\[ a_1=5^{2(1)}=5^2\neq 5 \]
Think about it.
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@wio but I'm LAZEY
i dont know! :(
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