![\frac{\sqrt[3]{90 x^2 y z^2} }{6 y z}](/tpl/images/0465/5543/09f22.png)
![\frac{\sqrt[3]{5 x^2} }{\sqrt[3]{12 y^2 z} }](/tpl/images/0465/5543/356b2.png)
![\frac{\sqrt[3]{5 x^2} }{\sqrt[3]{12 y^2 z} } X \frac{\sqrt[3]{(12 y^2 z)^{2} } }{\sqrt[3]{(12 y^2 z)^2} }](/tpl/images/0465/5543/4b8e5.png)
......(a)now ![\frac{\sqrt[3]{5 x^2)(12 y^2 z)^2} }{\sqrt[3]{12 y^2 z)(12 y^2 z)^2} }](/tpl/images/0465/5543/02c9e.png)
![\frac{\sqrt[3]{720 x^2 y^4 z^2} }{\sqrt[3]{(12 y^2 z)^{3} } }](/tpl/images/0465/5543/231e3.png)
....(1)again using Formula ![\sqrt[n]{a^{n} } =a](/tpl/images/0465/5543/00546.png)
![\frac{\sqrt[3]{720 x^2 y^4 z^2} }{12 y^2 z}](/tpl/images/0465/5543/78ef8.png)
![\frac{\sqrt[3]{2^3 y^3 90 (x^2 y z^2)} }{12 y^2 z}](/tpl/images/0465/5543/06524.png)
![\frac{2 y\sqrt[3]{90 x^2 y z^2} }{12 y^2 z}](/tpl/images/0465/5543/8b528.png)
Rationalize denominator when a monomial is in the denominator. show steps
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Mathematics, 22.01.2020 08:31 24lfoster
Rationalize denominator when a monomial is in the denominator. show steps
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