Math  /  Algebra

QuestionIf the function f(x)=xf(x)=|x| is translated right 4 units and up 3 units, how will the domain and range of the function change? a. The domain will become D:{xx4}D:\{x \mid x \geq 4\} and the range will become R:{yy3}R:\{y \mid y \geq 3\} b. The domain will become D:{xx4}D:\{x \mid x \geq-4\} and the range will become R:{yy3}R:\{y \mid y \geq 3\} c. The domain will become D:{xx4}D:\{x \mid x \geq 4\} and the range will become R:{yR:\{y \mid all real numbers }\} d. The domain will become DD : {x\{x all real numbers }\} and the range will become R:{yy3}R:\{y \mid y \geq 3\} a b c d

Studdy Solution
Based on the analysis, the correct option is:
d. The domain will become D D : {x\{x all real numbers }\} and the range will become R:{yy3} R: \{y \mid y \geq 3\}.
The correct answer is:
d \boxed{d}

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