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Algebra 2 Fall Review | BREAKOUT VIDEO

Lauren Hawkins

Created on December 6, 2023

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Transcript

BREAKOUTALG2

VIDEOGAME

VIDEOGAME

PRESS START

HI-SCORE

232323

MENÚ

INTRODUCTION

MISSIONS

© 2023 ALGEBRA 2 GAMES

HI-SCORE

232323

INTRODUCTION

SHALL WE PLAY A GAME? DO YOU HAVE YOUR "MANUAL"?

© 2023 ALG 2 ESCAPE GAMES

HI-SCORE

232323

MISSIONS

Pass the missions to obtainthe password numbers

1 SPACE

2 PUZZLE

3 STICK

4 FROG

PASSWORD

© 2023 ALG 2 ESCAPE GAMES

LEVEL 1 | Unit 1

OF 5

Identify this parent function.

Absolute value

Cubic

Quadratic

LEVEL 2 | Unit 1

OF 5

Identify this parent function.

Cube Root

Square Root

Cubic

LEVEL 3 | Unit 1

OF 5

Which point would lie on the inverse of the graph?

(5,6)

(-3,-4)

(3,2)

LEVEL 4 | Unit 1

OF 5

A linear function is given. Identify the inverse.

f-1(x)=(-3/4)x+12

f-1(x)=(4/3)x+16

f-1(x)=(4/3)x+12

LEVEL 5 | Unit 1

OF 5

The graph of f(x) when f(x) is replaced by the function below.

Which transformation DID NOT occur?

Shifted up 6

Vertically stretched 3

Left 4

CONGRATULATIONS!

THE NUMBER OF THIS MISSION IS 1

GAME OVER

CONTINUE?

YES

NO

LEVEL 1 | UNIT 2

OF 5

NEXT

Identify a solution to the absolute value equation.

x = -3

x = -7

x = 1

LEVEL 2

OF 5

NEXT

Which is a TRUE statement?

There are two solutions.

x = -7 is the only solution.

There is no solution.

LEVEL 3 | UNIT 1

OF 5

NEXT

Identify the DOMAIN for an absolute value parent function.

All real numbers.

Only positive values

Only 0 is allowed.

LEVEL 4 | UNIT 2

OF 5

NEXT

Which is TRUE about the absolute value equation?

There are 2 solutions.

There is 1 solution.

There are no solutions.

LEVEL 5 | UNIT 2

OF 5

NEXT

The absolute value parent function was transformed! Identify ONE transformation.

Right 3

Down 4

Vertical stretch of 2.

CONGRATULATIONS!

THE NUMBER OF THIS MISSION IS 9

GAME OVER

CONTINUE?

YES

NO

LEVEL 1 | UNIT 3

OF 5

Solve the system by an appropriate method.

(0.57,-0.14,13.19)

(-3,2,7)

Answer not here.

LEVEL 2 | UNIT 3

OF 5

Which equation can help you solve Question 11?

10B+8L+5U=70000

4U=B

B+L+U=70000

LEVEL 3

OF 5

Find the number of lower-deck seats.

1000 seats

5000 seats

4000 seats

LEVEL 4 | UNIT 4

OF 5

Factor the following completely.

x4-7x2+10

Identify one of the factors below.

(x2-5)

(x-2)

(x+5)

LEVEL 5 | UNIT 4

OF 5

Simplify completely

x2-8

x+4

x2-4

CONGRATULATIONS!

THE NUMBER OF THIS MISSION IS 5

GAME OVER

CONTINUE?

YES

NO

LEVEL 1 | UNIT 5

OF 3

(4x-5)2

Simplify the following so it is in standard form. What is a+b+c?

a+b+c=41

a+b+c=1

a+b+c=21

LEVEL 2 | UNIT 5

OF 3

Solve the nonlinear system.

(3,5)

(5,0)

(5,14)

LEVEL 3

OF 3

(x+2)2=16(y-5)

Given the parabola, identify the vertex and directrix.

(-2,5) and y=1

(2,-5) and y=9

(-2,5) and x=1

CONGRATULATIONS!

THE NUMBER OF THIS MISSION IS 8

GAME OVER

CONTINUE?

YES

NO

Enter the correct code 👾

Numbers acquired from missions