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x^2+3 what is the domain, range, interval of increase and decrease,maximum and minimum
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domain=all real numbers range=y greater or equal to 3
it has a min pt
minimum = f'(0)=0
so the domain would be \[-\infty,\infty\]
f'(x)=0 i mean
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exactly
i dont get the minimum or maximum
are you in calculus?
no accelerated math 2
yes but if she's not in calc, then she doesn't know the derivative lol
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\[f(x)=x^2+3=(x-0)^2+3\] vertex is (0,3) the graph is concave up so the range is from 3 to infinity [3,inf)
the inteval of increase is x>0 or x<0
it can also be said that the range is grater than or equal to 3
what is the maximum and what is the interval of decrease
no max interval of decrease (-inf,3)
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