jeopardy 100 quadratic techniques 500 300 200 400 100 higher order polynomials 500 300 200 400 100...

33
Jeopar dy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500 300 200 400 100 Composites 500 300 200 400 100 Combining Functions 500 300 200 400

Upload: kelly-pearson

Post on 18-Jan-2016

212 views

Category:

Documents


0 download

TRANSCRIPT

Page 1: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Jeopardy

100

Quadratic Techniques

500

300

200

400

100

Higher Order Polynomials

500

300

200

400

100

Polynomial Functions

500

300

200

400

100

Inverses

500

300

200

400

100

Composites

500

300

200

400

100

Combining Functions

500

300

200

400

Page 2: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Polynomial Functions - 100

Answer:

D = 5, LC = -10

NEXT QUESTION

State the degree and leading coefficient of:

7 + 3x – 5x2 – 10x5 + 3x3

Page 3: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Polynomial Functions - 200

Answer:

-37

NEXT QUESTION

Find p(-2) for:

p(x) = 3x3- x2 + 2x - 5

Page 4: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Polynomial Functions - 300

Answer: a. b. even c. 4

NEXT QUESTION

a. Describe end behavior

b. Is it odd or even?

c. State number of real zeros

Page 5: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Polynomial Functions - 400

Answer:

2x2 + 3x - 1

NEXT QUESTION

Find r(x + 2) for:

r(x) = 2x2 – 5x + 1

Page 6: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Polynomial Functions - 500

Answer:

D: 4, LC: 6

NEXT QUESTION

State the degree and leading coefficient for:

(3x2 + 1)(2x2 – 9)

Page 7: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Higher Order Polynomials

- 100

Answer:

x = -1 CROSS

x = 2 TOUCHNEXT QUESTION

What are the x-intercepts of the following polynomial? What is the behavior at each intercept?

2( ) ( 1)( 2)f x x x

Page 8: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Higher Order Polynomials

- 200

Answer:

Max (0,4)

Min (2, 0)NEXT QUESTION

What are the maxs/mins of the following function?

2( ) ( 1)( 2)f x x x

Page 9: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Higher Order Polynomials

- 300

Answer:

Safe HouseNEXT QUESTION

What was the number one movie at the box office last week?

Page 10: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Higher Order Polynomials

- 400

Answer:

f(x)=-(x - 7)(x+1)^2NEXT QUESTION

Write a polynomial that crosses the x-axis at 7, touches the x-axis at -1, and has a negative lead coefficient.

Page 11: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Higher Order Polynomials

- 500

Answer: As x infinity, f(x) neg inf

As x neg infinity, f(x) infNEXT QUESTION

What is the end behavior of the following function

F(x) = -32w5 – 56w3 + 8

Page 12: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Quadratic Techniques

- 100

Answer:

Plus/minus root 7

Plus/minus i root 7

NEXT QUESTION

Solve x4 = 49

Page 13: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Quadratic Techniques

- 200

Answer:0, -1, 1, plus/minus root 6

NEXT QUESTION

Solve. x5 – 7x3 + 6x = 0

Page 14: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Quadratic Techniques

- 300

Answer:0, 3, -3, 3i, -3i

NEXT QUESTION

x5 – 81x = 0

Page 15: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Quadratic Techniques

- 400

Answer:

5, -5, 2, -2

NEXT QUESTION

Solve x4 – 29x2 + 100

Page 16: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Quadratic Techniques

- 500

Answer:100, 400

NEXT QUESTION

x – 30x1/2 + 200 = 0

Page 17: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Combining Functions

- 100

Answer:2x + 1

NEXT QUESTION

Given f(x) = x + 5 and g(x) = x – 4, find (f + g)(x)

Page 18: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Combining Functions

- 200

Answer:

Kareem Abdul-Jabbar

NEXT QUESTION

Who is the top scorer in NBA history?

Page 19: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Combining Functions

- 300

Answer:

6x2 – 7x - 3NEXT QUESTION

Given f(x) = 3x + 1 and g(x) = 2x – 3 find (f . g)(x)

Page 20: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Combining Functions

- 400

Answer:

X - 3

NEXT QUESTION

Given f(x) = x2 - 9 and g(x) = 3 + x, find (f/g)(x)

Page 21: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Combining Functions

- 500

Answer:

3x3/5

NEXT QUESTION

Given f(x) = 3x2 and g(x) = 5/x find (f/g)(x)

Page 22: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Composites - 100

NEXT QUESTION

Given f(x) = 3x and g(x) = x + 4 find f[g(1)]

Answer:

15

Page 23: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Composites - 200

Answer:12

NEXT QUESTION

Given h(x) = x2 – 1 and g(x) = x + 4

find g[h(-3)]

Page 24: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Composites - 300

Answer:

12NEXT QUESTION

Given f(x) = 3x, g(x) = x + 4, and h(x) = x2 – 1 find [f o g o h](1)

Page 25: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Composites - 400

Answer: 3x - 12NEXT QUESTION

Given g(x) = 3x and h(x) = x – 4 find g[h(x)]

Page 26: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Composites - 500

Answer:

3x2 – 12x +13NEXT QUESTION

Given g(x) = x – 2 and h(x) = 3x2+ 1 Find h[g(x)]

Page 27: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Inverses- 100

Answer:

We are Young

NEXT QUESTION

What was the number one song on Itunes last week?

Page 28: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Inverses- 200

What is the inverse relation of the following?

(1, 2) (-3, 5) (0,10)

Answer:

(2, 1) (5, -3) (10, 0)NEXT QUESTION

Page 29: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Inverses- 300

Answer:

Inv f(x) =

(x-10)/5

NEXT QUESTION

What is the inverse of the following function?

f(x) = 5x + 10

Page 30: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Inverses- 400

Answer:

2x – 3/2

NEXT QUESTION

What is the inverse of the following function?

2 3( )

4

xf x

Page 31: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Inverses- 500

Are f(x) = and g(x) =

Inverses?

Answer:

NO!

NEXT QUESTION

2x x

Page 32: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Daily Double

Page 33: Jeopardy 100 Quadratic Techniques 500 300 200 400 100 Higher Order Polynomials 500 300 200 400 100 Polynomial Functions 500 300 200 400 100 Inverses 500

Daily Double