Question

give the domain of the function

F(x)=2/x^2+3

Answer 1

Is it \[F(x)=2/(x^{2}+3)\]

Answer 2

Then domain will be \[(-\infty,+\infty)\]

Answer 3

its all real numbers?

Answer 4

yes All real numbers

Answer 5

how though? there are many more that i have to do

Answer 6

am i trying to make it equal zero?

Answer 7

Domain is the set or region where your F(x) is properly defined.
now x^2+3 in the denominator(denominator should not be zero). For all real number it cannot be a zero. So, for all real numbers you will have F(x) properly defined

x^2+3 will be zero for x=\[\sqrt{-3}\]. This is imaginary

Answer 8

oh.. lol okay thank you