arianasong68 arianasong68

28-02-2021
Mathematics

contestada

(3x^9y^-2)^4
Find the DOMAIN and RANGE.

Respuesta :

really226 really226

02-03-2021

Refer to PNG.

Explanation:

Domain

y^2 is in denominator

y^2[tex]\neq[/tex]0

y[tex]\neq[/tex]0

Range:

(f(x))^4=((f(x))^2)^2[tex]\geq[/tex]0

least value of |f(x)| is 0 when x=0

Lower bound of (3x^9y^-2)^4 is 0

Upper bound doesn't exist

Ver imagen really226

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