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What's your question? haha

determine the domain \[f(x)=\sqrt{9-x ^{2}}\]

Do you know what the question is asking for? i.e. do you know what the domain of a function is?

the question just says determine the domain of \[f(x)=\sqrt{9-x ^{2}}\]

Yes I know. But do YOU know what it means? What is the "domain"

oh lol isnt it a set of functions with all possible inputs from neg to pos or infinite?

wouldn't i be breaking down the square root of 9 - x squared (3-x)(3+x)

what does DNE mean?

|dw:1358900569521:dw||dw:1358900892255:dw|

|dw:1358901287263:dw|

To get rid of the square root, simply square both sides of the equation.

The function does not exist for x values less than -3 and more than 3

|dw:1358901513506:dw|

|dw:1358901727152:dw|

would this be the final product answer?