Algebra 1 Unit 4: Exponential Functions Notes 7 Day 2 – Transformations of Exponential Functions (h, k and a) Transformations of exponential functions is very similar to transformations with quadratic functions. Do you remember what a, h, and k do to the quadratic function?

To sketch an exponential function, create a table of values, plot the points, and connect the dots, remembering the asymptote. Just like the other functions we’ve looked at this year, the transformed exponential function has the parameters a, b, h, and k.

An exponential function with base b is defined by f (x) = ab x where a ≠0, b > 0 , b ≠1, and x is any real number. The base, b , is constant and the exponent, x , is a variable.

These notes and videos provide fantastic scaffolding by starting out with identifying key features of exponential functions and graphing exponential functions and then move into writing exponential functions from graphs, tables and word problems.

These notes provide fantastic scaffolding by starting out with identifying key features of exponential functions and graphing exponential functions and then move into writing exponential functions from graphs, tables and word problems.

Graph exponential and logarithmic functions, showing intercepts and end behavior, and trigonometric functions, showing period, midline, and amplitude. Determine an explicit expression, a recursive process, or steps for calculation from a context.

Transform your Algebra 1 and Algebra intervention classes with these guided notes designed to deepen students' understanding of exponential functions and help them identify key features crucial for mastery in the secondary classroom.

This Algebra 1 bundle includes all the guided notes lessons, videos and differentiated worksheets you need to have your students learn and practice Exponential Functions! Each of the 8 exponential functions topics two differentiated and leveled worksheets, plus a concise one page guided notes lesson...

Ch 7 - Exponential Functions YouTube videos which follow our guided notes and work in class. These videos are available for students who need additional assistance or simply miss class for some reason.

• Evaluate exponential functions. • Find the equation of an exponential function. • Use compound interest formulas. • Evaluate exponential functions with base . IDENTIFYING EXPONENTIAL FUNCTIONS Study the box in your textbook section titled “exponential function.”