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1

What is the domain for 

-0.5 root(3)(x-3)+5


domain:  All Real Numbers


1

Rewrite in rational exponent form and evaluate:

root(4)(16)

16^(1/4) = 2,-2

2 , -2

1

What is the range for 

-0.5 root(3)(x-3)+5

Range: All Real Numbers

1

Rewrite in radical form and evaluate

81^(1/4)

root(4)(81) = 3 , -3

1

Simplify:

root(3)(27x^12)

3 x^4

2

Is the function increasing or decreasing 

3 sqrt(2)(x+4)-2

Increasing

2

Rewrite and describe the translation for 

(sqrt(25x))

vertical stretch of 5 

2

Is the function increasing or decreasing 

-0.5 root(3)(x-3)+5

Decreasing

2

What is the domain 

3 sqrt(2)(x+4)-2

Domain: [-4,oo)     or x>= -4

2

What is the range for 

3 sqrt(2)(x+4)-2

Range: [-2, oo)      or y>= -2

3

Describe the translation for  

3 sqrt(x+4)-2

vertical stretch of 3, 4 to the left and 2 down

3

Rewrite and describe the translation for 

(root(3)(8x-24)

2(root(3)(x-3)) vertical stretch of 2 and 3 to the right

3

Simplify. (Reduced Radical Form.)

root(3)(24x^7)

2 x^2 root(3)(3x)

3

Daily Double

Name three songs that were on the board 

3

Multiply, then Simplify.

(root(4)(2)) (root(4)(32))

2root(4)(4)

4

Describe the translation of 

-0.5 root(3)(x-3)+5

x axis reflection    vertical compression

3 to the right and 5 up 

4

Solve for x:

6y^3 = 750

5

4

Multiply then simplify.

(5 sqrt(3) + 6)(5sqrt(3) - 6)

39

4

Add then simplify.

5sqrt(18) - sqrt(27) + 7 sqrt(2) -2sqrt(3)

22 sqrt(2) -5 sqrt(3)

4

Multiply then simplify.

root(3)(4)(6 root(3)(3) -1)

6 root(3)(12)-root(3)(4)

5

Final Jeopardy

How to simplify a radical using the TI-84+ calculator step by step

5

Write the equation for the last graphed function

root(3)(x+1)+2

5

Write the equation for the 2nd from last graphed function 

-sqrt(x+2)+1

5

Divide. Rationalize the denominator.

6 /(1+sqrt(2))

-6 +6sqrt(2)

5

Rationalize the demoninator.

root(3)((9a)/(4b))

(root(3)(36ab^2))/(2b)

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