Question

Help :(
Don't understand how to state why the function below is continuous at every number in its domain?...
G(x)= (cubed root x) (1+x^3)

Answer 1

Is it valid for all values of x?

Answer 2

g(x)=(x)^(1/3)(1+x^3)....
this equations is continuous at every number i its domain.....
why ... if there is a number that would make this equation an defined then is not a continuous .....
1) the denominator equal zero

Answer 3

so you dont have here...
2) sqrt is negative and you don't have it here also

Answer 4

thankyou