Deck 9: Section 2: Radicals and Rational Exponents
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Deck 9: Section 2: Radicals and Rational Exponents
1
Find all real solutions. 

{-1}
2
Find the root
. Assume the variable represents a positive real number.


3
Simplify. 


4
Find all real solutions.
-10(x - 3)3 = 0
-10(x - 3)3 = 0
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5
Simplify. 

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6
Write in simplified radical form. 

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7
Find the domain of the radical function. 

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8
Simplify. Assume the variables represent positive real numbers. 

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9
Simplify. 

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10
Evaluate.
(27)-4/3
(27)-4/3
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11
Find all real solutions. 

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12
Find all real solutions.
(u - 2)-1/3 = 1
(u - 2)-1/3 = 1
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13
Simplify. 

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14
Simplify
. Assume the variables represent positive real numbers.

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15
Find any real roots. 

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16
Rewrite the expression with a rational denominator. 

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17
Simplify. Assume variables represent positive numbers. 

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18
Find all real solutions.
(s + 3)2 - 5 = 0
(s + 3)2 - 5 = 0
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19
Simplify.
492/3 491/6
492/3 491/6
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20
Find the product. 

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21
The diagonal of a square measures 8 inches. What is the length of the sides?
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22
Write the expression in the form a + bi, where a and b are real numbers. 

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23
Find the complex solutions. 

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24
Find the quotient. 

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25
Find the difference.
(-5 - 10i) - (-7 - 3i)
(-5 - 10i) - (-7 - 3i)
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