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search-thumbnail-$\int \dfrac {\sqrt{x} -\sqrt [3] {x} } {\sqrt [3] {x} +\sqrt [4] {x} }dx$
1st-6th grade
Calculus
search-thumbnail-Enter the letter for the function graphed 
below. 
a) $y=\sqrt [3] {x-3} $ 
$b\right)y=\sqrt [3] {x} -3$ $c\right)y=3-\sqrt [3] {x} $ $d\right)y=\sqrt [3] {x+3} $ 
$e\right)$ $y=\sqrt [3] {x} +3$
1st-6th grade
Calculus
search-thumbnail-$1$ Which of the given statement is true? 
A. $\left(\sqrt [3] {xy} \right)=\left(\sqrt [3] {x} \right)+\left(\sqrt [3] {y} \right)$ B. $\left(\sqrt [3] {xy} \right)=\left(\sqrt [3] {x} \right)=\left(\sqrt [3] {y} \right)$ 
C. $\left(\sqrt [3] {xy} \right)=\dfrac {\left(\sqrt [3] {x} \right)} {\left(\sqrt [3] {y} \right)}$ D. $\left(\sqrt [3] {xy} \right)=\left(\sqrt [3] {x} \right)$ $\left(\sqrt [3] {x} \right).$ $\left(3\sqrt{y\right)} $
7th-9th grade
Other
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