Solve 50000*left(1+0.045*0.85right)^20

$$50000 \times { \left(1+0.045 \times 0.85 \right) }^{ 20 }$$

Evaluate

$$105927.518872431172387671035458439890525940043230581653422830406823539779043130693025887012481689453125$$

Solution Steps

Multiply 0.045 and 0.85 to get 0.03825.

$$50000\left(1+0.03825\right)^{20}$$

Add 1 and 0.03825 to get 1.03825.

$$50000\times 1.03825^{20}$$

Calculate 1.03825 to the power of 20 and get 2.1185503774486234477534207091687978105188008646116330684566081364707955808626138605177402496337890625.

$$50000\times 2.1185503774486234477534207091687978105188008646116330684566081364707955808626138605177402496337890625$$

Multiply 50000 and 2.1185503774486234477534207091687978105188008646116330684566081364707955808626138605177402496337890625 to get 105927.518872431172387671035458439890525940043230581653422830406823539779043130693025887012481689453125.

$$105927.518872431172387671035458439890525940043230581653422830406823539779043130693025887012481689453125$$

Factor

$$\frac{4153 ^ {20}}{2 ^ {96} \cdot 5 ^ {55}} = 105927\frac{1.1410125428023046 \times 10^{67}}{2.199023255552 \times 10^{67}} = 105927.51887243117$$