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Identify the range of the equation y = −x2 − 12x + 3. All real numbers y ≤ 39 y ≥ −6 y ≤ −105
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the parabola is concave down find the vertex the y value in the vertex will be the maximum value in the range. there are 2 ways... the easiest is to find the line of symmetry and then substitute that value into the equation to find the maximum value... line or symmetry \[x = \frac{-b}{2a} \] in your question b = -12 and a = -1 so x = -6 substitute it to find the max value and the range will be all values of y less than or equal to that value
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