34+32+30+......+10LetnumberoftermofthisAPben,then10=34+(n−1)(−2)10=34−2n+22n=26∴n=13
∴Sum=(132)[2⋅34+(13−1)(−2)]=(132)(68−24)=286
Find the sum : 34 + 32 + 30 + .... + 10
Find the sum of terms of the AP: 34+32+30+……+10