Wells Coleman

06/12/2024 · Senior High School

\begin{tabular}{|l|}\hline \multicolumn{1}{|c|}{ Introduction to Exponential Functions } \\ \hline According to the Mini-Lesson, which of the following are steps that should be taking when Writing \\ Exponential Functions? Check all that apply. \\ Replace \( y \) with appropriate notation as needed to identify a requested exponential FUNCTION. \\ Plug in the values of \( a \) and \( b \) into \( y=a b^{x} \) to write the exponential equation. \\ Identify the common ratio, \( b \), value. To do this, make a fraction of two consecutive outputs (as \\ long as the inputs are separated by exactly 1 ). \\ Identify the initial value. This is the \( a \) part of the exponential equation \( y=a b^{x} \). \\ Determine the Average Rate of Change by calculating \( \frac{y_{2}-y_{1}}{x_{2}-x_{1}} \) to determine the growth or decay \\ rater the data into your calculator using Stat/Edit. Then run an Exponential Regression to \\ determine the base \( b \) and initial value \( a \). \end{tabular}