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5^(n+2)-6×5^(n+1) / 13×5^n-2×5^(n+1) is equals to...|| RD SHARMA QUESTION CLASS 9 ||
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0:02:00
5^(n+2)-6×5^(n+1) / 13×5^n-2×5^(n+1) is equals to...|| RD SHARMA QUESTION CLASS 9 ||
0:02:34
On simplification factor of `''((5^(n+2)-6*5^(n+1))/(13*5^n-2*5^(n+1)))` is
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On simplification the expression [5^(n+2)-6×5^(n+1)]/(13×5^n-2×5^(n+1)] ||Number System|| #class9
0:03:10
Simplify the following: `(i)\ (5^(n+3)-\ 6\ xx\ 5^(n+1))/(9\ xx\ 5^n-2^2\ xx\ 5^n)` `(ii)\ (6
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Arithmetic Progression (AP), find the 1st, 10th and nth term.
![`lim_[n- gtoo][5^[n+1]+3^n-2^[2n]]/[5^n+2^n+3^[2n+3]]`](https://i.ytimg.com/vi/EK2iPiBEhko/hqdefault.jpg)
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`lim_[n- gtoo][5^[n+1]+3^n-2^[2n]]/[5^n+2^n+3^[2n+3]]`
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Find the indicated terms of the sequence whose nth term is given by an =5n/n+2 ; a6 and a13 .
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Write the first five terms of a sequence given the rule
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