The sum to infinity of the series 1+23+632+1033+1034+.... is
Let S=1+2/3+6/32+…
S/3=1/3+2/32+6/33+…
S−S/3=1+1/3+4/32+4/33+…
2S/3=4/3+4/321−1/3
2S/3=4/3+2/3⇒S=3
The correct option is B.