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Find the range of the function defined by the set of points below. Express your answer as a set of numbers. (3,9),(6,-10),(5,-3),(-4,1) Answer:

Find the range of the function defined by the set of points below. Express your answer as a set of numbers.\newline(3,9),(6,−10),(5,−3),(−4,1) (3,9),(6,-10),(5,-3),(-4,1) \newlineAnswer:

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Q. Find the range of the function defined by the set of points below. Express your answer as a set of numbers.\newline(3,9),(6,−10),(5,−3),(−4,1) (3,9),(6,-10),(5,-3),(-4,1) \newlineAnswer:
  1. Define Range of Function: To find the range of a function defined by a set of points, we need to look at the yy-values of these points, because the range consists of all possible yy-values that the function can take.
  2. Identify Given Points: The given points are (3,9)(3,9), (6,−10)(6,-10), (5,−3)(5,-3), (−4,1)(-4,1). The yy-values of these points are 99, −10-10, −3-3, and 11.
  3. List Y-Values: To determine the range, we list these y-values in ascending order: −10-10, −3-3, 11, 99.
  4. Determine Range: The range of the function is the set of these yy-values, which can be expressed as {−10,−3,1,9}\{-10, -3, 1, 9\}.

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