Math Problem Statement

equation

eq_193d38.gif

eq_2d3f12.gif

eq_2d3f71.gif

eq_2d3ef3.gif 2. eq_2d3da9

eq_2d3dbf.gif

None of the above

eq_2d3dd5.gif

eq_2d3deb.gif 3. The index is found:

The large number under the square root sign.

The large number in front of the square root sign.

The small number cradled just above the “V” of the radical.

The small number behind the radical. 4. eq_2d3cae.gif

eq_2d3ce4.gif

None of the above

eq_2d3ccb.gif

eq_2d3cdd.gif 5. equation

None of the above

eq_194b3e.gif

eq_194b73.gif

eq_2d40f6.gif 6. equation

eq_2d41eb.gif

eq_194bda.gif

eq_2d41dc.gif

eq_2d420c.gif 7. equation

eq_2d403c.gif

eq_2d4045.gif

eq_2d401b.gif

eq_2d4069.gif 8. Perfect power factors in the radicand would need to be:

Left alone

Be simplified

None of the above

Always be multiplied by the conjugate

Solution

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Math Problem Analysis

Mathematical Concepts

Radicals
Indices
Square Roots

Formulas

Simplifying radicals
Identifying indices in radical expressions

Theorems

Properties of Radicals
Radical Simplification

Suitable Grade Level

Grades 8-10