Solve 8000*{(e)^-100000*frac{29*10{273*8.317}}}

$$8000 \times {(e)^{ -100000 \times \frac{ 29 \times 10 }{ 273 \times 8.317 } }}$$

Evaluate

$$\frac{8000}{e^{\frac{29000000000}{2270541}}}$$

Solution Steps

Multiply 29 and 10 to get 290.

$$8000e^{-100000\times \frac{290}{273\times 8.317}}$$

Multiply 273 and 8.317 to get 2270.541.

$$8000e^{-100000\times \frac{290}{2270.541}}$$

Expand \frac{290}{2270.541} by multiplying both numerator and the denominator by 1000.

$$8000e^{-100000\times \frac{290000}{2270541}}$$

Multiply -100000 and \frac{290000}{2270541} to get -\frac{29000000000}{2270541}.

$$8000e^{-\frac{29000000000}{2270541}}$$