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ysabel0420
16.07.2019 •
Mathematics
Find the domain and range of the function1.
2.![g(x) = \sqrt{16 - {x}^{4} }](/tex.php?f=g(x) = \sqrt{16 - {x}^{4} } )
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Ответ:
The domain is the set of all real numbers except for x = 1/3. The range is the set of all real numbers except for y = 0.
#4: this function will not be defined if 16-x^4 is less than 0.
so you must solve the inequality x^4 ≤ 16. Take the 4th root of both sides. The domain is (-2, 2). By all means, check. Suppose x = 1.5. is x^4≤16?
The smallest value y can have is zero, which occurs when x = plus or minus 2.
Ответ:
I am in 6th grade and I just did this test too at K12 CAVA. I got the answer correct, it is:
376
Hope this helps.