解答 - 老虎代数解答器

$${\left(2224\right)}_{10}$$

步骤: $$2·{10}^3$$
+ $$2·{10}^2$$
+ $$2·{10}^1$$
+ $$4·{10}^0$$ = $$2,224$$.

$$2224$$

步骤: $$2·{10}^3$$
+ $$2·{10}^2$$
+ $$2·{10}^1$$
+ $$4·{10}^0$$ = $$2,224$$.

$$2224\left(base10\right)$$

$$2,{224}_{10}=8B{0}_{16}$$.

$$\frac{2224}{16}$$

$$2,{224}_{10}=8B{0}_{16}$$.

$$2224=16\cdot 139+0$$

$$2,{224}_{10}=8B{0}_{16}$$.

$$139=16\cdot 8+11$$

$$2,{224}_{10}=8B{0}_{16}$$.

$$8=16\cdot 0+8$$

$$2,{224}_{10}=8B{0}_{16}$$.

$$8B0$$

$$2,{224}_{10}=8B{0}_{16}$$.

$${\left(8B0\right)}_{16}$$

$$2,{224}_{10}=8B{0}_{16}$$.