Aznhmonglor said:Does that mean I get this.
39.1=41cos(theta)
Solve for theta and I get the angle to be 17.5.
What do I do next? Do I do the vertical component of velocity of projection with the new angle?
The "Daredevil Height Problem" refers to a theoretical physics puzzle that questions the accuracy of the height of the superhero, Daredevil, as portrayed in various comic books and movies.
The problem is named after the superhero Daredevil, who is known for his impressive acrobatic and fighting abilities despite being blind. The problem questions whether his height would realistically allow him to perform such feats.
Yes, the "Daredevil Height Problem" has been studied and debated by physicists and mathematicians as a way to apply real-world physics principles to fictional characters.
Some proposed explanations include the possibility that Daredevil's enhanced senses and training allow him to compensate for his height, or that he has a rare medical condition that gives him extraordinary agility and strength.
No, the problem is still a topic of debate and has not been definitively solved. It remains a fun and interesting thought experiment for fans of both physics and superhero fiction.