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 in radical form

1

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

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.

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}}

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

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