From Thinkwell's College Algebra Chapter 6 Exponential and Logarithmic Functions, Subchapter 6.1 Exponential Functions
CK12: Comparing Linear, Quadratic, & Exponential Functions CK12: Practice CCSS Assignment. Powered by Create your own unique website with customizable templates.
February 7, 2019 Warm-up Intro to exponential functions Practice HW- finish classwork (should have to complete numbers 1-3 on the worksheet)
the effects of a transformation on the function’s graph (F-IF.C.7, F-BF.B.3). Finally, in Topic D students apply and reinforce the concepts of the module as they examine and compare exponential, piecewise, and step functions in a real-world context (F-IF.C.9). They create equations and functions to model situations (A-CED.A.1, F-BF.A.1, F-LE.A.2
Apr 17, 2009 · 1) if b is a fraction (and I assume you mean a fraction between 0 and 1), the function is decreasing to the right -- exponential decay (note that 5/4 is a fraction, but that is still increasing to the right) ex: y = (2/3)^x will be a decay function. y = (3/2)^x will still be a growth function
You can use transformations of the graph of the functionf(x) to graph functions of the form g(x) = -l- d, where a and b are constants, and a 0, b > 0, b 1. Rather than having a single parent graph for all exponential functions, there is a different parent graph for each base b. 1. Graph the parent graph fand the function g by applying the correct
variable as an exponent. This function is known as an exponential function. The parent ) exponential function is f ( x = b x, where the base b is a constant and the exponentIn x is the independent variable. Base Exponent The graph of the parent function (f x) = 2 x is shown. The domain is all real numbers and the range is ⎨ ⎧ ⎩ y⎥ y > 0
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