Răspuns:
Explicație pas cu pas:
35⁽⁵/5⁽⁵√3
= 7/√3
=7√3/3
b)
-36⁽⁴/4⁽⁴√5
=-9 /√5
=- 9√5/5
-
c)
-33⁽³/ -3⁽³√11
= 11/√11
= 11⁽¹¹√11 / 11⁽¹¹
=√11
d)
10⁽⁵ / 15⁽⁵√3
= 2 /3√3
= 2√3 /3*√3*√3
=2√3 / 3*3
= 2√3/9
[tex]\it a)\ \ \dfrac{\ 35^{(5}}{5\sqrt3}=\dfrac{^{\sqrt3)}7}{\ \ \sqrt3}=\dfrac{7\sqrt3}{3}\\ \\ \\ b)\ \ -\dfrac{\ 36^{(4}}{5\sqrt3}=-\dfrac{^{\sqrt5)}9}{\ \ \sqrt5}=-\dfrac{9\sqrt5}{5}\\ \\ \\ c)\ \ \dfrac{-33^{(-3}}{-3\sqrt{11}}=\dfrac{^{\sqrt{11})}11}{\ \ \sqrt{11}}=\dfrac{11\sqrt{11}}{11}=\sqrt{11}[/tex]
