Question: Given a function of the form y = a[k(x - d)] + c, where k > 0, the transformation that occurs by changing the value

Given a function of the form y = a[k(x - d)]" + c, where k > 0, the transformation that occurs by changing the value of k is a horizontal stretch or compression a vertical stretch or compression a vertical translation a reflection in the x-axisThe graph of y = 2 is stretched vertically by a factor of 3, horizontally compressed by a factor of 2, reflected along the x-axis, shifted 5 units to the right and 1 unit up. Write the equation of the new function. (0.5 marks per transformation).\fThe table of values represents a polynomial function. X y -3 6 2 IN 2 N 6 The function is linear quadratic O cubic quartic

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