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Question1: Find the effect on the graph of the function y = x2 + 2 when it is changed to y = x2 - 3?
[A] The graph opens down [B] The graph widens [C] The graph narrows[D] The vertex moves down the y axis.
Question2: The path of a basketball thrown at an angle of 450 can be modeled by y = -0.02x2 +x + 6
Question3: Write three different quadratic functions whose graphs have the line x = 4 as an axis of symmetry but have different y-intercepts
Question4: The path of a shot put released at an angle of 450 can be modeled by y = -0.01x2 + 0.7x + 6
Question5: The points (2,3) & (-4,3) lie on the graph of a quadratic equation. Explain how these points can be used to find an equation of the axis of symmetry. Then write the equation of the axis of symmetry.
Question6: Which function has the widest graph?
[A] y = 2x2[B]y = x2 [C]y = 0.5x2[D] y = -x2
Find unknown variable
Simplify the equation
Make the equation in its equivalent exponential form
Elimination or substitution methods
Solving the rational expression
Homomorphism image.
Quadratic expressions
The algebraic equation of cost functions
Using truth table for checking the equivalence.
Select five values for x to plug into the linear function, P(x)=10x-7 and prepare a table of values
Simplify the two rational equation.
Graphical method for solving maximization problem.
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