Question:(1 + 1/2)(1 + 1/3)(1 + 1/4) x .....(1+ 1/98)(1 + 1/99)A0B50C1D100Answer: B. 50Explanation:(1+12)×(1+13)×......×(1+199)(1+\frac12)\times(1+\frac13)\times......\times(1+\frac1{99})(1+21)×(1+31)×......×(1+991) =(1+2)2×(1+3)2×.......×(1+99)99=\frac{(1+2)}{2}\times\frac{(1+3)} 2\times.......\times\frac{(1+99)}{99}=2(1+2)×2(1+3)×.......×99(1+99) =32×43×54×......×10099=\frac32\times\frac43\times\frac54\times......\times\frac{100}{99}=23×34×45×......×99100 =1002=\frac{100}2=2100 =50=50=50