Given the Graph Of $f$ , Describe How the Graph Of $y = - f ( 2 x ) + 2$

question 20

Multiple Choice

Given the graph of $f$ , describe how the graph of $y = - f ( 2 x ) + 2$ can be obtained from the graph of $f$

• A) Stretch horizontally by a factor of \(2\) , then reflecting about the
• \(y\) - axis, then shifting
• \(2\) units up
• B) Shrink vertically by a factor of \(2\) , then reflecting about the
• \(x\) - axis, then shifting
• \(2\) units up.
• C) Stretch horizontally by a factor of \(2\) , then reflecting about the
• \(y\) - axis, then shifting
• \(2\) units up .
• D) Shrink vertically by a factor of \(\frac { 1 } { 2 }\) , then reflecting about the
• \(x\) - axis, then shifting downward
• \(2\) units.
• E) Shrink horizontally by a factor of \(\frac { 1 } { 2 }\) , then reflecting about the
• \(x\) - axis, then shifting
• \(2\) units up

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