Evaluate ∑i=09(∑j=1100(⌊i+j10⌋))\large\sum_{i=0}^{9}\left(\sum_{j=1}^{100} \left(\left\lfloor\dfrac{i+\sqrt{j}}{10}\right\rfloor\right)\right)i=0∑9(j=1∑100(⌊10i+√j⌋))