If f and g are two real functions continuous at a real number c, then : f+g is continuous at x=c f/g is continuous at x=c, g(c)\(\neq \)0

only 1 is true both are true both are false only 2 is true

both are true

Theorem :  If f and g are two real functions continuous at a real number c, then : f+g is continuous at x=c f+g is continuous at x=c f.g is continuous at x=c f/g is continuous at x=c, g(c)\(\neq \)0