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Identify the direction of opening and the minimum or maximum value. y= -(x-5)^2+7
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Identify the direction of opening and the minimum or maximum value. y= -(x-5)^2+7

User Allait
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y = -(x -5)^2 + 7

Due to the minus sign at the beginning of the equation, the parabola opens down

and the maximum value is at (5, 7) = Vertex

Identify the direction of opening and the minimum or maximum value. y= -(x-5)^2+7-example-1
Identify the direction of opening and the minimum or maximum value. y= -(x-5)^2+7-example-2
User Jazuly
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5.8k points
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