111: Operations with Radicals - Multiply

Last updated almost 5 years ago
13 questions

Bell Assignment: simplify each

1

4\sqrt6+2\sqrt5

1

2\sqrt6+6\sqrt6

1

\sqrt{12c^6d^3}

1

\sqrt[3]{27y^{12}z^{7}}

Notes L6-5a Multiplying Radicals

example: 6\sqrt{8c^{3}d^{5}}\cdot4\sqrt{2cd^{3}}
1

2\sqrt{5}\cdot7\sqrt{2}

1

4\sqrt{5a^5}\cdot\sqrt{125a^3}

1

(\sqrt[3]{3n^{5}})(\sqrt[3]{25n^{6}})

1

(\sqrt[3]{5n^{5}})(\sqrt[3]{25n^{6}})

1

(\sqrt[3]{80z})(\sqrt[3]{15z^{8}})

example: (5+\sqrt{2})(5+\sqrt{2})
1

(\sqrt{2}+7)(\sqrt{2}+7)

1

(\sqrt{10}+7)(\sqrt{10}-7)

1

(-5+2\sqrt{2})(6-\sqrt{2})

0

Choose all that are true

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