Question

y=log_3 (6+x-x^2)

determine the domain of allowed x-values of the function.

Answer 1

\[y=\log_3{6+x-x^2} \]

Answer 2

\[\large x \epsilon R\]

Answer 3

means it is defined at any real value of x.

Answer 4

How did you find that? I am very confused, I tried doing it step by step but still very confused.