?????
Quadratic1
Quadratic2
Quadratic3
100

35.00004 to 1sf

40

100

Expand and simplify:

3(x+4)-2(x-5)

x + 22

100

State the values of a, b and c for each quadratic expression:
5 -2x +3x2

a = +3

b = -2

c = 5

100

Expand (x+6)2

x2 +12x +36

200

Share 72 in the ratio 2:6

18:54

200

Factorise x2 -x -12

(x-4)(x+3)

200

Factorise x2 +2x -15

(x+5)(x-3)

200

Factorise x2 -8x +12

(x-6)(x-2)

300

If 1 NZD = 0.93 AUD, how much NZD is 50 AUD?

53.76 NZD

300

Complete the steps to factorise by grouping:  

2x2+6x+x+3

2x(x+3)+(x+3)

(x+3)(2x+1)

300

Factorise

9x2 -4

(3x+2)(3x-2)

300

Factorise

3x2-3x-36

3(x-4)(x+3)

400

y= -2x2

1) U or ∩?

2) Wider or Narrower?

3) Vertex?

Find all three.

1) ∩

2) Narrower

3) (0,0)

400

Rearrange so one side equals zero, then solve:

x2 +5x +9 = 3

x = -3 or x = -2

400

Rearrange so one side equals zero, then solve:

x2 = 7x

x = 0 or x = 7

400

Rearrange so one side equals zero, then solve:   

x2 = 81

x = 9 or x = -9

500

Sam has paid 20% ($110) of her loan to her parents. What was her total loan?

$550

500

-5/4 (𝑥−4)2−4

Find the vertex and y-intercept

Vertex = (4, -4)

y-intercept = (0, - 24)

500

A square paddock on a Waikato farm has sides of x m. It is made 4 m longer and 2 m wider.

The new area is 80 m². Form and solve an equation to find x.

(1000 points)

x is 6(m)

500

A rectangular kūmara garden at a marae is x m wide and (x+5) m long. Its area is 24 m²

What is the length of width?

(1000 points)

The width is 3m