Exponents
Radicals
Parabola
Quadratic Functions
Functions
100
Use the product rule for exponents to multiply:
x^3*x^2
x^5
100
sqrt (121y^2)
11 y
100
What is this part of the parabola called?
Vertex, Maxima, (-3,-1)
100
Multiply the polynomials. Write your final answer in standard form.
-3x(2x+4)
-6x^2-12x
100
What type of function is this?
Linear Function
200
Use the quotient rule for exponents to divide:
(y^5)/(y^3)
y^2
200
3 sqrt(25)
15
200
What are the Zeroes of this Parabola?
None, No real solutions
200
Factor the given polynomials.
2x^2+6x
2x(x+3)
200
What type of function is this?
Quadratic Function
300
Use the power rule to simplify:
(z^3)^2
z^6
300
3 sqrt (3) times 5 sqrt (2)
15 sqrt (6)
300
What is this part (in red) of the parabola called?
Axis of Symmetry
300
Multiply the polynomials. Write your final answer in standard form.
(x+4)(x-4)
x^2 - 16
300
What type of function is this?
Exponential Function
400
Use the quotient rule and the negative exponent rule to simplify:
y^2/y^5
y^-3
400
sqrt (18x^2)
3x sqrt (2)
400
What is the equation of the Axis of Symmetry line?
x= -b/2a
400
Factor the given polynomial.
(x^2+7x+6)
(x+1)(x+6)
400
Is this relation a function? Why or why not?
No, every input must have a unique output
500
Use the exponent rules to simplify:
(x^3)^3*(y^2)^-2
x^9/y^4
500
sqrt (75y^4 )
5y2 sqrt (3)
500
Describe the rocket launch in terms of height and time. 
Interval [0,1]
500
Factor the polynomials.
(x^2+5x-24)
(x+8)(x-3)
500
What is the equation of the line?
y = (1/2)x + 20