What is lim x->3 F(x) = does not exist; lim x->4 F(x) = 1
400
A French songwriter who wrote "I Love You" and "Run Boy Run" on the Divergent soundtrack
Who is Woodkid?
400
This is the highest paid actor to have never done a sequel.
Who is Leonardo DiCaprio?
400
When f(x)=3(x+2)^2, what is the rate of change at X=-2?
The rate of change is -6x
400
What was the original title for "Return of the Jedi?"
(Bonus: What was the production codename?)
What is "Revenge of the Jedi"
(Bonus: What is "Blue Harvest: Horror Beyond Imagination")
400
Graph e^(8 + 2x - x^3) and identify the limit as X approaches infinity.
The limit as x approaches infinity is 0
500
(20x^4 - 7x^3) ÷ (2x + 9x^2 + 5x^4)
The limit as X approaches infinity and negative infinity is 4.
500
(x^6 - x^4 + x^2 - 1) ÷ (7x^6 + 4x^3 + 10)
The limit at both infinity and negative infinity is 1/7
500
Frozen was based off this Hans Christian Andersen story.
What is "The Snow Queen"?
500
Sketch a graph that satisfies each of the following conditions:
Lim x->∞ f(x)=1 Lim x-> -∞ f(x)=∞
Lim x->3- f(x)=7 Lim x->3+ f(x)=7
Lim x->1 f(x)=-5 f(3) does not exist
[graph identification intensifies]
500
This is the title of the captain of a curling team.