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	limit [r]+[2r]+[3r]+...+[nr]/n^2 as n tends to infinity (NumberX) View
	Limit n tends to infinity Sigma r=1 to n [r^2/n^3+r^3] (Doctor of Mathematics) View
$Download Lagu If [.] denotes the greatest integer function then \( \lim {n \righ...$	If [.] denotes the greatest integer function then \( \lim {n \righ... (PW Solutions) View
$Download Lagu The value of $ \lim {n \rightarrow \infty} \frac{[r]+[2 r]+\ldots+[n r]}{n^{2}} $, where \( r...$	The value of $ \lim {n \rightarrow \infty} \frac{[r]+[2 r]+\ldots+[n r]}{n^{2}} $, where \( r... (PW Solutions) View
	`Sigma (r=0)^n (-1)^r .^nC r[1/2^r+3^r/2^(2r)+... upto m terms]` (Doubtnut) View
	underset(n to oo)limunderset(r=2n+1)overset(3n)sum (n)/(r^(2)-n^(2)) is equal to \| 12 \| DEFINIT... (Doubtnut) View
	`lim (n- gtoo) sum (r=1)^n r/(n^2+n+r)=` (1)Â Â `0`Â Â (2)Â Â `1/3`Â Â (3)... (Doubtnut) View
	If `sum ( r -1) ^(n) T (r) = (n (n +1)(n+2))/(3), then lim (x to oo) sum (r =1) (Doubtnut) View
	If `sum (r=1)^(n)r(r+1)(2r+3)=an^(4)+bn^(3)+cn^(2)+dn+e`, then. (Doubtnut) View
	The sum of series Sigma (r=0)^(r) (-1)^r(n+2r)^2 (where n is even) is \| 12 \| PROGRESSION AND SER... (Doubtnut) View