Are there proofs in calculus? What do you need them for?
What is the importance of proofs in calculus?
I'm losing sight of the purpose of extremely rigorous proofs in my calculus class. What are some ways to gain motivation for doing rigorous proofs? How can I become better at proofs in mathematics? How does one become good at mathematical proofs? What are some not so obvious, yet simple, proofs in mathematics? How do I become better at mathematical proofs? Why do we study calculus? What are some interesting facts about calculus? Why should I study Calculus? How do I proof ( −)∪( −) = ( ∪)−? What is the uses of calculus? What is calculus for? What is the use of calculus? What is Calculus? What is calculus? Why do people in the academia seek rigorous proofs even if there exists a simple but correct proof? When do we use calculus in real life? What are real life applications of limits in calculus? How is calculus used in the real world? What is wrong with the "proof" 1= √(1) = √ (-1*-1) = i² =−1? Math: What is the most unbelievable proof of a theorem or a problem you have come across? What are some excellent books about calculus? How does one prove for [math]a,b,c \ge 0[/math] that [math]a^3+b^3+c^3 \ge 3abc[/math]? What are the similarities and differences between calculus and real analysis? Why was calculus invented? Why do we study integrals and differentials in calculus as part of the computer engineering curriculum? How can it be useful in real life? Where is calculus used in the real world? What is wrong with this proof? What does proof pictures mean? What is mathematical logic? How do calculus and statistics relate?