Respuesta :

[tex]\begin{gathered} 225e^{0.2}\approx274.816 \\ e^{-0.15}\approx0.861 \end{gathered}[/tex]

1) Let's calculate those expressions that have the Irrational Number "e". Note that "e" is approximately 2.71 but we won't round it off till we have finished. So we can write out:

[tex]225e^{0.2}=225e^{\frac{2}{10}}=225\cdot\: 1.22140\approx274.816[/tex]

Note that we could have written that as root. But for the sake of convenience, we did this way.

2) For the second expression we can solve this way:

[tex]e^{-0.15}=(\frac{1}{e})^{0.15}=0.8607..\approx0.861[/tex]

Notice that negative exponents denote a reciprocal base raised to a positive exponent.

Hence, that is the answer