Tuesday, May 10, 2016

`sum_(n=11)^30 n - sum_(n=1)^10 n` Find the partial sum.

`sum_(n=11)^30 n-sum_(n=1)^10 n`


The sum formula for an arithmetic sequence is


`Sn=n/2(a_1+a_n)`


`S_20=20/2(11+30)=10(41)=410`


`S_10=10/2(1+10)5(11)=55`



`sum_(n=11)^30 n-sum_(n=1)^10 n=410-55=355`



`sum_(n=11)^30 n-sum_(n=1)^10 n`


The sum formula for an arithmetic sequence is


`Sn=n/2(a_1+a_n)`


`S_20=20/2(11+30)=10(41)=410`


`S_10=10/2(1+10)5(11)=55`



`sum_(n=11)^30 n-sum_(n=1)^10 n=410-55=355`



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