Multiplying Radicals
Find the products. Simplify answers.
- $\sqrt{2}\times \sqrt{20}=$
- $\sqrt{8}\times \sqrt{3}=$
- $\sqrt{35}\times \sqrt{5}=$
- $\sqrt{4}\times \sqrt{56}=$
- $\sqrt{64}\times \sqrt{8}=$
- $\sqrt{18}\times \sqrt{6}=$
- $\sqrt{49}\times \sqrt{4}=$
- $\sqrt{5}\times \sqrt{50}=$
- $\sqrt{9}\times \sqrt{28}=$
- $\sqrt{63}\times \sqrt{7}=$
- $\sqrt{5}(2+\sqrt{3})=$
- $\sqrt{2}(4\sqrt{2}-7)=$
- $\sqrt{3}(\sqrt{6}+1)=$
- $\sqrt{6}(2+3\sqrt{3})=$
- $\sqrt{7}(7-\sqrt{2})=$
- $\sqrt{2}(10-10\sqrt{3})=$
- $\sqrt{5}(6\sqrt{6}+\sqrt{2})=$
- $\sqrt{7}(\sqrt{7}-2\sqrt{5})=$
- $\sqrt{2}(4\sqrt{2}-\sqrt{3})=$
- $\sqrt{3}(\sqrt{6}+2\sqrt{2})=$