About the parabola
Converting between forms
Problem-solving
100

It is where the parabola meets the y-axis

What is y-intercept?

100

The method used to expand a factored equation into a standard equation. For example, the method used to expand (x+1)(x+2)=x2+3x+2

What is the "FOIL" method or algebra tiles or 2-way table?

100

The y-value of the vertex (i.e. "k" value) of a parabola is also its ________ value.

What is optimal or maximum/minimum?

200

(h,k) are the coordinates of this point on a parabola

What is the vertex?

200

The method used to factor a standard equation into its factored form. For example: the method used to factor x2+3x+2 into (x+1)(x+2)

What is the "MAN" method?

200

If a flying stone has a parabolic trajectory with

h = -0.5 (x-6)2 + 19

where h is its height (in meters) and x is its horizontal distance travelled (in meters).

What is the maximum height of the stone?

What is 19 meters?

300

The factored form easily shows us

What is zeros?

300

The factored form of y = x2 +8x + 12

What is y=(x+2)(x+6)?

300

The term used to describe that a business is neither making nor losing money?

What is break-even?

400

The standard form, y=ax2+bx+c, easily shows us

What is y-intercept?

400

The axis of symmetry of the parabola with equation y=(x-1)(x-5)

What is x=3?

400

If a flying stone has a parabolic trajectory with

h = -0.5 (x-6)2 + 19

where h is its height (in meters) and x is its horizontal distance travelled (in meters).

What is the height when the stone is just thrown?

What is 1 meter?

500

The parabola is symmetric about this line

What is the axis of symmetry or x=h?

500

The y-intercept of the parabola with equation y=2(x+1)(x-3)

What is -6?

500

If a flying stone has a parabolic trajectory with

h = -0.5 (x-6)2 + 19

where h is its height (in meters) and x is its horizontal distance travelled (in meters).

How far away horizontally is the stone when it is 11 meters high?

What is 2 meters away and 10 meters away?

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