Mathematics, 25.06.2019 12:10 mykalwashington
What is the simplified form of the following expression? assume x doesn’t = 0
Answers: 1
![\sqrt [5] {\frac {10x} {3x ^ 3}}](/tpl/images/0015/5936/f283b.png)
![\sqrt [5] {\frac {10x} {x * 3x ^ 2}} =](/tpl/images/0015/5936/b49f6.png)
![\sqrt [5] {\frac {10} {3x ^ 2}} =\\\frac {\sqrt [5] {10}} {\sqrt [5] {3x ^ 2}}](/tpl/images/0015/5936/d629f.png)
![(\sqrt [5] {3x ^ 2}) ^ 4:\\\frac {\sqrt [5] {10}} {\sqrt [5] {3x ^ 2}} * \frac {(\sqrt [5] {3x ^ 2}) ^ 4} {(\sqrt [5] {3x ^ 2}) ^ 4} =](/tpl/images/0015/5936/a185d.png)
![\frac {\sqrt [5] {10} * (\sqrt [5] {3x ^ 2}) ^ 4} {(\sqrt [5] {3x ^ 2}) ^ 5} =\\\frac {\sqrt [5] {10} * (\sqrt [5] {3x ^ 2}) ^ 4} {3x ^ 2} =](/tpl/images/0015/5936/c5fe9.png)
![\frac {\sqrt [5] {10} * \sqrt [5] {(3x ^ 2) ^ 4}} {3x ^ 2} =\\\frac {\sqrt [5] {10} * \sqrt [5] {81x ^ 8}} {3x ^ 2} =\\\frac {\sqrt [5] {10} * \sqrt [5] {81x ^ 5 * x ^ 3}} {3x ^ 2} =](/tpl/images/0015/5936/6a24b.png)
![\frac {\sqrt [5] {10} * x \sqrt [5] {81x ^ 3}} {3x ^ 2} =\\\frac {x \sqrt [5] {810x ^ 3}} {3x ^ 2}](/tpl/images/0015/5936/9dd7a.png)
![\frac {x \sqrt [5] {810x ^ 3}} {3x ^ 2}](/tpl/images/0015/5936/ae6fd.png)
![\frac {\sqrt [5] {810x ^ 3}} {3x}](/tpl/images/0015/5936/794b0.png)
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What is the simplified form of the following expression? assume x doesn’t = 0...
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