How do you find the domain of f(x)=x^2
we exclude the numbers from the domain of the function in 2 cases 1) the denominator = 0 2) the quantity under the square root sign is negative do u see any of these conditions met here ?
no
right, so you won't exclude any number and the domain of x^2 would be all real numbers.
infact , for ANY polynomial, the domain is all reals numbers :)
oh okay thanks what about g(x)=1/x^2+2 ?
for what values of x is denominator = 0 ?
0 ?
is it (1/x^2) +2 or 1/(x^2+2) ??
the first one lol
then yes, 0 will be excluded from the domain
final domain, is all real numbers excluding 0
so when I look for domain of expressions it just houldn't have a denominator of 0 or a negative square root ?
right :)
okay thanks!!
oh wait i have one more question
welcome ^_^
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