GRINGS - DUAS PROPRIEDADES DE INTEGRAIS que você deve saber
Introduction and Overview
In this video, Professor Grings continues the course on integrals for beginners. He will solve three exercises using the properties discussed in the previous video.
Solving Exercise 1
- Professor Grings starts by separating the integral into two parts: 2x^3 and 5.
- Applying the properties discussed, he simplifies the integral to 2x^4/4 + 5x + C.
Solving Exercise 2
- The constant (5) is factored out of the integral, resulting in x^C dx.
- Using a property, Professor Grings simplifies the integral to -2x^-2 + C.
Solving Exercise 3
- The integral of √(x^2) is simplified to x^(3/2)/3 + C.
Conclusion
Professor Grings provides solutions to three exercises involving integrals. He demonstrates how to apply different properties and simplifications to find the final results.