JEE Main 202628 Jan, Evening shiftMathematicsEasySequence and Series179× since 20026326+10⋅1325+10⋅2324+10⋅22323+…+10⋅2243\frac{6}{3^{26}} + \frac{10\cdot1}{3^{25}} + \frac{10\cdot2}{3^{24}} + \frac{10\cdot2^2}{3^{23}} + \ldots + \frac{10\cdot2^{24}}{3}3266+32510⋅1+32410⋅2+32310⋅22+…+310⋅224 is equal to :AOption A. 2262^{26}226BOption B. 2252^{25}225COption C. 3253^{25}325DOption D. 3263^{26}326CheckSkip · show solution