1. For each g(x), determine the base function f(x) and the values of a, k, d,...
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1. For each g(x), determine the base function f(x) and the values of a, k, d, c. g(x) Base function, f(x)? 2 -2 (1)² +2 g(x): = -2 1 g(x) = √3x-6-4 (-2,-5) am 15 . d= с= a= k= d= 2. Complete the table for the given transformations using image points. (HINT: The image points will have no decimals or fractions) f(x) -2f (x) -2f (x-2) +8 Describe transformation(s) /6) 3. Given the base function f(x) = write the equation for g(x) after the following transformations. • Horizontal stretch by a factor of 2. (15) • Vertical stretch by the factor 7, • Reflection in the y-axis, Translation 2 units left and I unit down. 1. For each g(x), determine the base function f(x) and the values of a, k, d, c. g(x) Base function, f(x)? 2 -2 (1)² +2 g(x): = -2 1 g(x) = √3x-6-4 (-2,-5) am 15 . d= с= a= k= d= 2. Complete the table for the given transformations using image points. (HINT: The image points will have no decimals or fractions) f(x) -2f (x) -2f (x-2) +8 Describe transformation(s) /6) 3. Given the base function f(x) = write the equation for g(x) after the following transformations. • Horizontal stretch by a factor of 2. (15) • Vertical stretch by the factor 7, • Reflection in the y-axis, Translation 2 units left and I unit down.
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Financial Accounting A User Perspective
ISBN: 978-0470676608
6th Canadian Edition
Authors: Robert E Hoskin, Maureen R Fizzell, Donald C Cherry
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