116 Ch 6b Practice Test

Chapter 6b PRACTICE TEST
(L6-4, 6-5 & 6-6)
Please do the problems, then submit. You may go back in to check (and change) your answers.

1

Simplify (as a radical)

1

Simplify (as a radical)

1

Simplify

1

Simplfy
\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

1

Simplify
(put the answer in simplist radical form)

1

Multiply and simplify

1

Simplify
Put the answer in simplist radical form.

1

Simplify (rationalize):
\frac{5}{\sqrt{7}}

1

Rationalize

1

Write in exponential form

1

Write as a single radical using the smallest possible root

1

Write as a single radical using the smallest possible root:
\sqrt{\sqrt[3]{x^{10}}}

Submit this assignment. You may go back in to check (and change) your answers.
FINISH DELTAMATH if you have not yet done so.

116 Ch 6b Practice Test

Chapter 6b PRACTICE TEST

Simplify (as a radical)

Simplify (as a radical)

Simplify

Simplfy
\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify
(put the answer in simplist radical form)

Multiply and simplify

Simplify
Put the answer in simplist radical form.

Simplify (rationalize):
\frac{5}{\sqrt{7}}

Rationalize

Write in exponential form

Write as a single radical using the smallest possible root

Write as a single radical using the smallest possible root:
\sqrt{\sqrt[3]{x^{10}}}

Chapter 6b PRACTICE TEST

Simplify (as a radical)

Simplify (as a radical)

Simplify

Simplfy
\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify
(put the answer in simplist radical form)

Multiply and simplify

Simplify
Put the answer in simplist radical form.

Simplify (rationalize):
\frac{5}{\sqrt{7}}

Rationalize

Write in exponential form

Write in radical form

Choose the equivalent expression:
\sqrt{36xy^{11}}

Write as a single radical using the smallest possible root

Write as a single radical using the smallest possible root:
\sqrt{\sqrt[3]{x^{10}}}

116 Ch 6b Practice Test

116 Ch 6b Practice Test

Chapter 6b PRACTICE TEST

Simplify (as a radical)

Simplify (as a radical)

Simplify

Simplfy\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify(put the answer in simplist radical form)

Multiply and simplify

SimplifyPut the answer in simplist radical form.

Simplify (rationalize):\frac{5}{\sqrt{7}}

Rationalize

Write in exponential form

Write as a single radical using the smallest possible root

Write as a single radical using the smallest possible root:\sqrt{\sqrt[3]{x^{10}}}

Chapter 6b PRACTICE TEST

Simplify (as a radical)

Simplify (as a radical)

Simplify

Simplfy\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify(put the answer in simplist radical form)

Multiply and simplify

SimplifyPut the answer in simplist radical form.

Simplify (rationalize):\frac{5}{\sqrt{7}}

Rationalize

Write in exponential form

Write in radical form

Choose the equivalent expression:\sqrt{36xy^{11}}

Write as a single radical using the smallest possible root

Write as a single radical using the smallest possible root:\sqrt{\sqrt[3]{x^{10}}}

Simplfy
\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify
(put the answer in simplist radical form)

Simplify
Put the answer in simplist radical form.

Simplify (rationalize):
\frac{5}{\sqrt{7}}

Write as a single radical using the smallest possible root:
\sqrt{\sqrt[3]{x^{10}}}

Simplfy
\sqrt{-1}+3\sqrt[3]{-64}-\sqrt{-9}

Simplify
(put the answer in simplist radical form)

Simplify
Put the answer in simplist radical form.

Simplify (rationalize):
\frac{5}{\sqrt{7}}

Choose the equivalent expression:
\sqrt{36xy^{11}}

Write as a single radical using the smallest possible root:
\sqrt{\sqrt[3]{x^{10}}}