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Halloween escape
Sarah Peach
Created on October 24, 2024
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Transcript
halloween escape
Get all the candy!
start
escape halloween
You've got your pumpkin ready for the spookiest night of the year. Your mission: navigate through five haunted houses, solve their riddles, and amass a bone-chilling treasure trove of candy. ππ»π¬
go!
Go house to house!
Candy obtained
π
π
π
π
Witch's house
Alert! Witches nearby! Dare to knock?
knock
1/3
Given the graph below, does the quadratic function have a maximum or minimum value.
Maximum
Minimum
knock
knock
2/3
A quadratic equation can be used to model the position of a basketball over time. What is the highest the ball will be from the ground?
-1
Minimum at -21
Minimum at -6
3/3
The following equation represents a quadratic function. Determine the maximum or minimum value.
Maximum at -21
Maximum at -6
Spooktacular!
You've passed the first test and scored some candy. Keep it up!
Candy obtained
continue
Go to the next house!
Candy obtained
π
π
π
βοΈ
House of the Wolf
A wolf is on the loose! Got the guts to knock?
knock
1/3
How many solutions does the quadratic function have?
No Solution
One Solution
Two Solutions
knock
knock
2/3
How many solutions does the quadratic function have?
No Solution
One Solution
Two Solutions
3/3
How many solutions does the quadratic function have?
No Solution
One Solution
Two Solutions
Awesome!
You've outsmarted the wolf, and your candy bag grows.
Candy obtained
continue
Go to the next house!
Candy obtained
βοΈ
π
π
βοΈ
Frankenstein's House
An electrifying house, are you up for it? β‘
knock
Quadratic with second difference of -2
1/3
Determine if the table represents a linear or quadratic function.
Linear with first difference of 5
Quadratic with first difference of 5
Linear with second difference of -2
knock
knock
Quadratic with first difference 2
2/3
Determine if the table represents a linear or quadratic function.
Linear with Second difference 2
Linear First difference 8
Quadratic with Second difference 8
3/3
Given the quadratic table below, determine the second difference.
-5
-3
You rock!
You've unraveled the mysteries of Frankenstein and scored more candy.
Candy obtained
continue
Go to the next house!
Candy obtained
βοΈ
βοΈ
π
βοΈ
House of the Mummy
A mummy in the house! Shall we?
knock
y=-6
1/3
What is the axis of symmetry?
x=-21
y=-21
x=-6
knock
knock
2/3
What is the zero of the given graph?
-2
-4
-3
3/3
What is the y-intercept?
-8
Fantastic!
You've unraveled the mummy's secrets and bagged more candy.
Candy obtained
continue
There is only one house left!
Candy obtained
βοΈ
βοΈ
βοΈ
βοΈ
Dracula's house
Last stop, Dracula's House! Do we dare?
knock
1/3
What is the vertex of the given quadratic funciton?
x=2
(2,9)
-1
(5,0)
knock
knock
2/3
The table shows a quadratic functoin, which of th efollowing equations describes the function?
3/3
What is the axis of symmetry for the parabola?
x=0
x=3
x=-3
y=0
You're a legend!
You've bested the one and only Dracula, and your candy bag is bursting.
Candy obtained
continue
You did it!
Your journey has been fang-tastically amazing, and your candy haul is out of this world!
Are you sure you want to go out?
If you exit you will return to the start of the game and you will lose your progress