Determine the domain and range of the graph of the function $C ( x ) = \sqrt { x } + 2$ .
A)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq - 2$ .
B)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 2$ .
C)The domain is all real numbers x such that $x \leq 0$ . The range is all real numbers y such that $y \geq 2$ .
D)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 0$ .
E)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq 2$ .

Question

Determine the domain and range of the graph of the function $C ( x ) = \sqrt { x } + 2$ . 
A)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq - 2$ . 
B)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 2$ . 
C)The domain is all real numbers x such that $x \leq 0$ . The range is all real numbers y such that $y \geq 2$ . 
D)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 0$ . 
E)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq 2$ .

Quizplus · Accepted Answer

The Answer of Determine the domain and range of the graph of the function $C ( x ) = \sqrt { x } + 2$ . 
A)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq - 2$ . 
B)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 2$ . 
C)The domain is all real numbers x such that $x \leq 0$ . The range is all real numbers y such that $y \geq 2$ . 
D)The domain is all real numbers x such that $x \geq 2$ . The range is all real numbers y such that $y \geq 0$ . 
E)The domain is all real numbers x such that $x \geq 0$ . The range is all real numbers y such that $y \geq 2$ .

Determine the Domain and Range of the Graph of the Function