Write the sum of the series i+i2+i3+....... upto 1000 terms.
i+i2+i3+.....upto 1000 terms=i+i2+i3+i4+....i1000=0 [∵ in+in+1+in+2+in+3=0,wherenϵN i.e.,∑1000n=1in=0]
If i2=−1, then the sum i+i2+i3+...... upto 1000 terms is equal to