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100

(3x2-3x-9) + (-5x2-8x-7)

-2x2-11x+2

100

(3x+7)(x+5)

3x2+22x+35

100

(2x-7)(2x2+4x+3)

4x3-6x2-22x-21

100

The equation h=-16t2+24t+16 represents a rocket being launched from a platform. What is the initial height of the rocket?

16 feet

100

(-8x+10) - (3x2-x+6)

-3x2-7x+4

200

(-2x2+5x+10) + (-7x-3)

-2x2-2x+7

200

(3x-1)(x-3)

3x2-10x+3

200

(x+4)(3x2-x-2)

3x3+11x2-6x-8

200

What is the formula to find the axis of symmetry?

-b/2a

200

(2x2+10x-2) - (-8x2+7x+7)

10x2+3x-9

300

(9x2+5x+8) + (9x-7)

9x2+14x+1

300

(x+8)(2x-10)

2x2+6x-80

300

(x-9)(x2+x+2)

x3-8x2-7x-18

300

Given the equation h=-16t2+128t. What is the vertex point of the graph?

(4,256)

300

(-5x2+5x-5) - (3x2+2)

-8x2+4x-5

400

(8x-2) + (-3x2-7)

-3x2+8x-9

400

(x+3)(3x+10)

3x2+19x+30

400

(-x+1)(x2-3x+4)

-x3+4x2-7x+4

400

The equation h=-16t2+16t+32 represents a rocket being launched.

When (in seconds) is the rocket at its highest point?

0.5 seconds

400

(10x2+3x+9) - (-4x2+7x-8)

14x2-4x+17

500

(8x2-x+9) + (8x2-5x+5)

16x2-6x+14

500

(x-5)(3x-3)

3x2-18x+15

500

(3x+1)(2x2-2x-9)

6x3-4x2-29x-9

500

The equation h=-16t2+16t+32 represents a rocket being launched.

When (in seconds) does the rocket hit the ground?

2 seconds

500

(4x2-6x+1) - (5x2+8x+6)

-x2-14x-5