Simplify: \(5\sqrt 3 \times 3\sqrt 5 \)
\(15\sqrt {15} \)
Simplify: \(\dfrac{{15\sqrt {10} }}{{10\sqrt {15} }}\)
\(\dfrac{{3\sqrt 2 }}{{2\sqrt 3 }}\)
Simplify: \(\dfrac{{5\sqrt {18} }}{{24\sqrt {175} }}\)
\(\dfrac{{\sqrt 2 }}{{8\sqrt 7 }}\)
Simplify: \( - \sqrt {96} \times \left( { - \sqrt {63} } \right)\)
\(12\sqrt {42} \)
Simplify : \(\sqrt {{y^3}} \times \sqrt {45x{y^2}} \times \sqrt {80y{x^3}} \)
\(60{x^2}{y^3}\)
Simplify \(\sqrt{20} \times \sqrt{63}\)
\(6 \sqrt{35}\)
Simplify \(\dfrac{\sqrt{48}}{\sqrt{75}}\)
\(\dfrac{4}{5}\)
Simplify \(\dfrac{2\sqrt{45}}{3\sqrt{5}}\)
2
Simplify \(- \sqrt{24} \times \sqrt{96}\)
\(-48\)
\(\dfrac{\sqrt{x(x+y)^2} \times \sqrt{x^2(x+y)}}{\sqrt{x(x+y)}}=\)
\(x(x+y)\)
