6.1 and 6.2
6.3
6.4
6.5
6.6
100

What C value will create a perfect square trinomial: x^2+8x+c

16

100

How do you convert standard form into vertex form?

Completing the square.

100

What is the quadratic formula. Write it down.

Check.
100

Determine the amount of zeros this equation has: Y=5(x+2)(x+2)

1

100

Create a relation that models the height, h, of a ball that as been kicked from the ground after time, t

Check

200

What C value will create a perfect square trinomial: x^2+20x+c

100

200

How do you find your magic number?

B/2, then square it.

200

State the values of a, b and c that you would sub into the quadratic formula to solve. x^2+5x-2=0

a=1, b=5, c=-2

200

Determine the roots of x^2-6x+5=0 using quadratic equation.

1 and 5

200

A model rocket is shot straight up from the roof of a school. The height, h, in meters, after t seconds can be approximated by h=15+22t-5t^2. What is the height of the school?

15m

300

Solve: (3x+8)(x-4)=0

-8/3 and 4

300

State the vertex.

Y = 4(x-3)^2+99

(3, 99)

300

Solve: 2x^2=50

5, -5

300

Determine the amount of real solutions this equation has: 5(x+3)^2=0

1

300

Harold wants to build five identical pigpens, side by side, on his farm using 30m of fencing. Determine the dimensions of the enclosure that would give his pigs the largest possible area. Calculate this area.

2.5m by 7.5m: 18.75m^2

400

Determine the roots of the equation: x^2+5x=14

-7 and 2

400

Write Y=x^2+6x+2 in vertex form.

Y=(x+3)^2-7

400

Does the parabola lie above, below or on the x axis?

h=2t^2-4t+1.5

below

400

The sum of the squares of three consecutive even integers is 980. Determine the intergers.

(16, 18 and 20) or (-16, -18 and -20)

500

Is it possible to solve a quadratic equation that is not factorable over the set of integers? Explain.

Yes

500

Daily profit, p, in dollars is modeled by P=-15x^2+240x-640, where x is amount of clients per day. How many clients should be booked to maximize profits.

8

500

Determine the points of intersection of the parabolas:

Y= 2x^2+5x-8, Y=-3x^2+8x-1

about (-0.92, -10.91), (1.52, 4.23)

500

The height of a ball, h, in meters is modeled by: h=0.005x^2+24, where t=seconds since the ball was thrown. How many zeroes does this relation have? Why?

1, because starts above the ground, and falls downwards.

500

Nick has a rectangular garden (3 by 3). He wants to create a uniform border of rocks around the three sides of his garden. If he wants the area of the border and the area of his garden to be equal, how wide should the border be?

about 0.84m