Functional transforms (augmentations.functional). Helper functions for working with keypoints (augmentations.keypoints_utils).first then check it on Desmos) The graph of =f : ; for the function f : ;= 4−8 2+6 is shown. Sketch the graph of =f : +1 ;+2. Predict what this would look like before your plot the graph Further Tasks • Investigate the transformations of the curve =f : ; obtained by plotting =−f : ; or =f :− ;. Teacher Tech Tips is a series highlighting educational technologies, with a focus on teacher effectiveness and learner achievement.You can transform any function into a related function by shifting it horizontally or vertically, flipping it over (reflecting it) horizontally or vertically, or stretching or shrinking it horizontally or vertically. Let’s go through the horizontal transformations. Consider the exponential function Take a look at the following graph. You make horizontal changes by adding a […] 1) Describe how the value of k transforms the parent function. 2) Describe how the value of h transforms the parent function (be specific about the direction). 3) Describe how the value of a transforms the parent function. *While on Desmos, try using inequalities instead of an equals sign. 3. The function has bounded variation. A sufficient weaker condition is fulfillment of the Lipschitz condition (Ramirez 1985, p. 29). The smoother a function (i.e., the larger the number of continuous derivatives), the more compact its Fourier transform. The Fourier transform is linear, since if and have Fourier transforms and , then