It is a beautiful Spring morning. You know the drill. You. Your friends. Nerdy happiness. Wild-eyed gentleman.
“The Taylor Series for ln(1+x) is given by”
You assent, as is your role, and then he drops the bomb.
“This series converges when x = 1. Therefore:”
He continues: “Now we simplify and rearrange and come to the conclusion you knew we would.”
Oh no this is horrible etc. Find the error.
- Find the error: Differentiation
- Find the error: L’Hopital’s Rule
- Find the error: Related Rates
- Find the error: Fundamental Theorem of Calculus
- Find the error: U-substitution
- Find the error: Integration by Parts (part 1)
- Find the error: Integration by Parts (part 2)
- Find the error: Trigonometric Integration
- Find the error: Taylor Series
- Find the error: Improper Integrals and Taylor Series
- Find the error: Separation of Variables
- Find the error: Separation of Variables – Exponential Growth
- Find the error: Solutions
- Find the error: Credits