పరిష్కారం - Tiger Algebra Solver పరిష్కారాన్ని

$${\left(ADB\right)}_{16}=10\cdot {16}^2+13\cdot {16}^1+11\cdot {16}^0$$

$$10\cdot {16}^2+13\cdot {16}^1+11\cdot {16}^0=2779$$

$$\frac{2779}{10}=277rema\in der9$$

$$\frac{277}{10}=27rema\in der7$$

$$\frac{27}{10}=2rema\in der7$$

$$\frac{2}{10}=0rema\in der2$$

$$9\to 7\to 7\to 2=2779$$

$$2779\left(base10\right)={\left(2779\right)}_{10}$$