The actual topic
Any one shall suffice.
Where am I currently?
Probably school.
What is 2+1?
3
If it is Friday, tomorrow must be Tuesday.
False.
What metal is annealed to form annealed copper?
Copper.
How did Ptah make all and create the gods?
Through his thought and speech.
On what national day was I born?
2008's Johnny Appleseed Day.
Solve for a general equation denoting the area under the curve defined by the function x4-4x3+15x2-32x+27.
Any form of the integral with the right bounds.
If you think, are you?
Yes.
When making polymers, what compound increases the yield of plastics made by double that of the original recipe.
Titanium tetrachloride.
How many lines detail the creation myth on the Shabaka.
17
What is my IQ?
133
Given that ε2=0 but ε≠0, evaluate (1+ε)2.
1+2ε
Sara stands on the top step of a ladder for whatever reason. Why is this bad?
The top step is not meant to support the weight of one person.
Name one of of the hydrocarbons distilled from severely steam-cracked naphtha.
Any one from the set shall suffice.
What are the three symbols Ptah holds and what do they each represent?
Was-sceptre: Power and Dominion; Ankh: Word for Life, Symbol of Life; Djed: Stability.
On all social media platforms, how many posts do i have reposted currently?
6
Given that a six-sided die has landed on the same side six times in a row, what is the probability that it lands any other side?
Probably very low, given that the die is likely weighted and biased.
Using the Axiom of Choice, formulate a sound proof that every set of numbers can be "well-ordered."
Choose a number from the set and label it as the first number. Choose a second number from a set that does not include the first number, then label that as the second number, etc.
Using a simplified form of the Kroll Process, what two elements can be recycled and looped to be used indefinitely while still making titanium ingots.
Magnesium and chlorine.
Who are Ptah's two consorts?
Sekhmet and Bastet.
What song is stuck in my head?
Answer dependent on the current situation.
How many points will you have if you get this question right?
Whatever the lowest amount said was.
Name the requirements of a function that satisfy the Lobachevsky's Dirichlet integral formula.
Let f(x) be a continuous function such that the function is pi-periodic and continuous for all x less then infinity but greater than or equal to zero.
Polyvinyl butyral.