Practice: Domain & Range Find the domain & range of the following function show…

Domain & Range

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Domain & Range

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Practice: Domain & Range
Find the domain & range of the following function shown below:

A) D: [−4,4]: R:[0,16]D:~[-4, 4]:~R:[0,16]D: [−4,4]: R:[0,16] 

B) {x∈R∣ −4≤x≤4}; {y∈R∣ 0≤y≤16}\{x\in\mathbb{R}|~-4\leq{}x\leq{}4\};~\{y\in\mathbb{R}|~0\leq{}y\leq{}16\}{x∈R∣ −4≤x≤4}; {y∈R∣ 0≤y≤16} 

C) {x∈R∣ −4<x<4};{y∈R∣ 0<y<16}\{x\in\mathbb{R}|~-4<x<4\}; \{y\in\mathbb{R}|~0<y<16\}{x∈R∣ −4<x<4};{y∈R∣ 0<y<16} 

D){x∈R∣ x≥0}; {y∈R∣ y≥0}\{x\in\mathbb{R}|~x\geq0\};~\{y\in\mathbb{R}|~y\geq{0}\}{x∈R∣ x≥0}; {y∈R∣ y≥0}

E) D: (−4,4); R:(0,16)D:~(-4,4);~R:(0,16)D: (−4,4); R:(0,16)

I don't know

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(Original question is written in long answer.  Multiple choice has been used here for convenience)
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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Find the range of y=−(x+5)2+1y=-(x+5)^2+1y=−(x+5)2+1. 

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Determine the domain for the function y=4xx2+5x+6y=\dfrac{4x}{x^2+5x+6}y=x2+5x+64x​.

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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Find the range of y=−(x+5)2+1y=-(x+5)^2+1y=−(x+5)2+1. 

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Find the range of y=6x2−10y=6x^2-10y=6x2−10. 

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Determine the domain for the function y=4xx2+5x+6y=\dfrac{4x}{x^2+5x+6}y=x2+5x+64x​.

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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Find the range of y=−(x+5)2+1y=-(x+5)^2+1y=−(x+5)2+1. 

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Determine the domain for the function y=4xx2+5x+6y=\dfrac{4x}{x^2+5x+6}y=x2+5x+64x​.

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Match the function with its appropriate domain or range.

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Match the function with its appropriate domain or range.

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Find the range of y=−(x+5)2+1y=-(x+5)^2+1y=−(x+5)2+1. 

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Find the range of y=6x2−10y=6x^2-10y=6x2−10. 

Practice: Domain & Range Find the domain & range of the following function show…

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