Bereken ˙
\(2^2\cdot 2^3 = 2^{\answer [onlineshowanswerbutton]{5}}\)
\((2^2)^3 = 2^{\answer [onlineshowanswerbutton]{6}}\)
\(2^{(2^3)} = 2^{\answer [onlineshowanswerbutton]{8}}\)
\(\dfrac {2^{1302}}{2^{1299}} = 2^{\answer [onlineshowanswerbutton]{3}}\)
\( 1302^5\cdot 2^5 = \answer [onlineshowanswerbutton]{2604}^5\)

Schrijf zo eenvoudig mogelijk. Stel \(x,y,a,b \in \Rnulplus \).

\(\ds {\frac {\sqrt {a}}{a^{5}}=\answer [onlineshowanswerbutton]{a^{-9/2}}}\)
\(\ds {\left (x^{6}y^{8}\right )^{-1/2}=\answer [onlineshowanswerbutton]{x^{-3}y^{-4}}}\)
\(\ds {a^{4}b\left (\frac {\sqrt {a^{2}b^{4}}}{ab}\right )^{3}=\answer [onlineshowanswerbutton]{(ab)^4}}\)