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Find domain and range of: g(x)=sqrt.(16-x^4)
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\[g(x)=\sqrt{16-x^4}\]
i believe the Domain is : [-2,2]
including: \[\pm2\]
and I would think the Range is [0,4]
well done @Terra_B
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however when i type it into my ti 89 it appears not to hit the x-axis
which makes it look the Range at least is off..
Nope. Your calculator has only so much resolution. Your math is perfect.
i think range can be (-4 ,4) because root(16-0)=+4 or -4
When a function contains square root, it is assumed by convention to be the principal (positive) root.
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