Instrucciones: Responde las siguientes preguntas.

• Resolver la integral.$$\int\frac{1}{3}dx$$
  • $$x^3+\LARGE\mathrm{C}$$
  • $$\frac{1}{3}x+\LARGE\mathrm{C}$$
  • $$\LARGE\mathrm{C}$$
  • $$x^\frac{1}{3}+\LARGE\mathrm{C}$$

• Resolver la integral.$$\int dx$$
  • $$x+\LARGE\mathrm{C}$$
  • $$\LARGE\mathrm{x}$$
  • $$dx+\LARGE\mathrm{C}$$
  • $$1+\LARGE\mathrm{C}$$

• Resolver la integral.$$\int2dx$$
  • $$2x+\LARGE\mathrm{C}$$
  • $$2+\LARGE\mathrm{C}$$
  • $$\frac{1}{2}x+\LARGE\mathrm{C}$$
  • $$x^2+\LARGE\mathrm{C}$$

• Resolver la integral.$$\int-12dx$$
  • $$-12x^2+\LARGE\mathrm{C}$$
  • $$-12+\LARGE\mathrm{C}$$
  • $$-x^{12}+\LARGE\mathrm{C}$$
  • $$-12x+\LARGE\mathrm{C}$$

• Resolver la integral.$$\int\pi dx$$
  • $$\LARGE\mathrm{\pi}$$
  • $$\frac{\pi}{\LARGE\mathrm{C}}$$
  • $$\pi x+\LARGE\mathrm{C}$$
  • $$\pi +\LARGE\mathrm{C}$$