Answer:
We just have to solve each power.
![8^(2) = 8 * 8 = 64\\10^(-2) =(1)/(10^(2) ) =(1)/(100)=0.01 \\(-4)^(4)=(-4) * (-4) * (-4) * (-4)=256 \\(-6)^(4)=(-6) * (-6) * (-6) * (-6)=1,296](https://img.qammunity.org/2021/formulas/mathematics/high-school/x4zkgbm3q7w8xe4bseherimxvcmpwyrj4g.png)
Remember, to solve a power, we just need to multiply its base as many times indicates its exponent.
It's important to know that the negative exponent indicates a position, that's why in the second exercise we needed to change the position of the power to continue.