Test A

Apuntes

Test A If g(x) = (4x - 5)³, what is g(9)? Simplify 169^(1/4) * 169^(1/2) From the list of functions below, select those that are exponential functions. A. y = 2x - 5 B. y = -2(x + 5)² - 8 C. y = 2 * 8^(2x+1) D. y = x³ - 1 E. y = (½)^x F. y = 5^(x-1) Given the function, select the family function it belongs to. A. y = (x - 5)^(½) + 5 - Cubic - Square Root - Cube Root - Quadratic B. y = 2(x - 1)³ - 3 - Cubic - Square Root - Cube Root - Quadratic C. y = √x - 2 - 8 - Cubic - Square Root - Cube Root - Quadratic D. y = √(2x + 5) - Cubic - Square Root - Cube Root - Quadratic Given the functions f(x) = (x - 2)² + 1 g(x) = (⅔)f(x) What is the vertex of the function g(x)? Vertex: (_____, _____) Write the equation of the perpendicular line to 4x + 6y = 12 with the same y-intercept. The function f(x) = ab^x is an exponential growth function. What could be possible values for a and b? a = _____ b = _____ 8. The expression \((\frac{x^{a}}{x^{2}})^{b}\) can be written as \(\sqrt[2]{x^{6}}\). What is a and b? \(a=\boxed{}\) \(b=\boxed{}\) 9. What would be the missing polynomial? \(2x^{3}y-14xy^{2}-6x^{2}y=x^{2}-7y-3xy^{2}+\boxed{}\) 10. What does a box and whisker plot tell you about the type of...