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Unformatted text preview: x13 3. f ( x ) = 22x1 4. f ( x ) = 23x 5. f ( x ) = 3x2 6. f ( x ) = 2x12 006 10.0 points Starting with the graph of y = f ( x ) = e x write the equation of the graph that results from shifting f ( x ) = 10 units downward. 1. y = 10e x 2. y = e x10 3. y = e x10 4. y = e x + 10 5. y = 10e x10 007 10.0 points Determine the equation of the graph that results from shifting the graph of y = e x to the right by 4 units. 1. y = e x + 4 2. y = e x +4 3. y = e x4 4. y = 4e x 5. y = e x4 008 10.0 points If x satisFes the equation 2 4 x = 4 44 x , determine the value of x . 1. x = 2 3 2. x = 7 12 3. x = 1 2 4. x = 1 3 5. x = 5 12...
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 Spring '11
 Millburn
 Derivative, Exponentiation

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