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Graph the Equation $\frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}}$ A) $[ - 4,4 ] ; [ - 6,0 ]$

Question 183

Multiple Choice

Graph the equation. Give the domain and range. Identify whether the equation is a function.
- $\frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}}$
$Graph the equation. Give the domain and range. Identify whether the equation is a function. - \frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}} A) [ - 4,4 ] ; [ - 6,0 ] ; function B) [ - 4,4 ] ; [ - 1,0 ] ; not a function C) [ - 4,4 ] ; [ 0,6 ] ; function D) [ - 4,4 ] ; [ 0,1 ] ; not a function$

A) $Graph the equation. Give the domain and range. Identify whether the equation is a function. - \frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}} A) [ - 4,4 ] ; [ - 6,0 ] ; function B) [ - 4,4 ] ; [ - 1,0 ] ; not a function C) [ - 4,4 ] ; [ 0,6 ] ; function D) [ - 4,4 ] ; [ 0,1 ] ; not a function$
$[ - 4,4 ] ; [ - 6,0 ]$ ; function

B)
$Graph the equation. Give the domain and range. Identify whether the equation is a function. - \frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}} A) [ - 4,4 ] ; [ - 6,0 ] ; function B) [ - 4,4 ] ; [ - 1,0 ] ; not a function C) [ - 4,4 ] ; [ 0,6 ] ; function D) [ - 4,4 ] ; [ 0,1 ] ; not a function$
$[ - 4,4 ] ; [ - 1,0 ] ;$ not a function
C)
$Graph the equation. Give the domain and range. Identify whether the equation is a function. - \frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}} A) [ - 4,4 ] ; [ - 6,0 ] ; function B) [ - 4,4 ] ; [ - 1,0 ] ; not a function C) [ - 4,4 ] ; [ 0,6 ] ; function D) [ - 4,4 ] ; [ 0,1 ] ; not a function$
$[ - 4,4 ] ; [ 0,6 ] ;$ function

D)
$Graph the equation. Give the domain and range. Identify whether the equation is a function. - \frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}} A) [ - 4,4 ] ; [ - 6,0 ] ; function B) [ - 4,4 ] ; [ - 1,0 ] ; not a function C) [ - 4,4 ] ; [ 0,6 ] ; function D) [ - 4,4 ] ; [ 0,1 ] ; not a function$
$[ - 4,4 ] ; [ 0,1 ]$ ; not a function

Graph the Equation y6=1−x216\frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}}6y​=1−16x2​​ A) [−4,4];[−6,0][ - 4,4 ] ; [ - 6,0 ][−4,4];[−6,0]

Multiple Choice

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Graph the Equation $\frac{y}{6}=\sqrt{1-\frac{x^{2}}{16}}$ A) $[ - 4,4 ] ; [ - 6,0 ]$

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