as u cannot do the square root of negative number, the domain is any values larger than 4 or smaller than -4 inclusive.
range is all values larger than 0 inclusive.
the question is actually the root(x^2 - 16) a couple of people have read it incorrectly as being x^2 - 16 which is a parabola..
2007-09-16 04:26:01
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answer #1
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answered by Anonymous
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y = sqrt(x^2-16)
Domain is all the real numbers >= 4 and ,<= -4
Range is [0, infinity).
2007-09-16 04:28:30
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answer #2
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answered by ironduke8159 7
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Very weird question, but so far I got
f(x) = x - 4
Maybe that helps some because you can bring the square root of the 2 things in there out, to get x and -4. Good luck
2007-09-16 04:26:36
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answer #3
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answered by Mythical Tales 6
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I'm guessing that your restricted to real numbers, so the domain is all {x | x≥4} and the range is all of the reals.
Doug
2007-09-16 04:28:12
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answer #4
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answered by doug_donaghue 7
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area and selection of f(x)=sq. root of (sixteen-x^2) area A = {x|x?R and -4? x ?4} selection B = {x|x?R and 0? x ?4} pondering purely beneficial sq. root. the two posotive and unfavorable can not be taken through fact then it can not be a function
2016-10-09 06:57:06
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answer #5
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answered by lindenberg 4
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