amanv the heat question Craft in tungaon astation, two different functions, A(x) and J (x) that involve a single Tarsiamacon to the Lection y = /[1). Each function must satisfy the following conditions . Both transformations must result in at least one invariant point But Farsformations have the same number of invariant points B The pactis transformed to the graph of p(x) =/ ; (r - 1) - 2 Sketch and label the graph of p(x] Describe the transformations applied to the graph of f(x) that result in the image graph of Transformations:Graph A Use the following informatavi in answer the next question Graph C Numeric Response E The number of invariant points for Graph A Graph B. Graph, C, and Graph D undergoing the transformation r - /()), respectfully, is and (Record your four digit response for ABCD in the bores provided at the and of this section) Record your answers below Multiple Choice Answers: 3. 10 Numeric Response Answers:The graph of y = / Cr] is shown below Use the following information to browse the mot Numeric Response 2 The graph of y = / (x) is transformed into y = / (bx) where b 2 1 The graph passes through the points _ and (Rucard your two-digit response in the bouss provided at the and of this section) Use the following information to answer the next question The graph of y = /(x) undergoes various transformations so that the new graph can be written in the form 9(2) = 2/(-2+7) -12 Stretch Factor AD of Reflection Horizontal Trarilayon N. Vertical 3 5 X-ax1 7 right NWIE y-ax's B 9 up down Numeric Response 3 The transformations applied to y = /(x) into y = g(x) are described as 2 Stretch (Record the digit 1 or 2 in the first column) by a factor of_ 4 (Record the digit 3 or 4 in the second column) reflected about the (Record the digit 5 or 6 in the third column) and translated 7 units + (Record the digit 7, B; 9 or 0 in the fourth column) (Record your four-digit response in the boxes provided at the end of this section) 6, The function f(x) has a range (yly $ 6, y E R). It is transformed to have a range (yly 2 -2,y E R) A possible equation of the transformed graph in function notation is A. y= -3/(x) B. y = 3f (-X) Q y=-/(x) +4 D. y = -f(x) - 4For the flagging formation to answer the need question The partial graph ofy . At) shown below 10 A restricted domain of y = f(x) such that y = /-1(x) is a function is A (-,4) B. (a, c] C [a, co) D. ( -60,c] Use the following information to answer the following question The function / (x) = |x - 21 + 3 is transformed into the function g (x) = |x +21 + 1. Reference Numerical Reference Translation Number Value Number Direction 5 left IN right AWN 7 up down Numeric Response 4 Use the code above to complete the sentence below: The transformations that will transform y = f(x) into y = g(x) are a vertical translation of units (Record in the first two columns) and a horizontal translation of units (Record in the last two columns) (Record your four-digit response in the boxes provided at the end of this section)7 A second graph is created by shifting the graph of y = /(x) down six units. The number of s-intercepts al the second graph is UN-O Use the following information to an The graph of y = f(x) is reflected in the x-axis, stretched verticaly about the nazis by a factor of - and stretched horizontally about the y-axis by a factor of 4 to create the graph of y = (x) 8. For Point A(-3.6] on the graph of y /(x). the corresponding image point. A', on the graph of y . pix) is A (924) B (-12 -18) C (124) D. (-12-2)