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Does a downwards parabola have a maximum? - Answers
A parabola that opens downwards has a maximum at its vertex. One way to find it is to take the derivative of the parabola's equation (for y = x2, for example, this is y = 2x), set that to zero, and solve (2x = 0; x = 0). This works because the only horizontal tangent line of a parabola is at its vertex. Please note that WikiAnswers is not here to do your homework for you. If this question is from work you have been assigned by a teacher or professor, I suggest you do the work yourself instead, which will help to increase your understanding of the subject matter and help you to become more familiar with it.
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Does a downwards parabola have a maximum? - Answers
A parabola that opens downwards has a maximum at its vertex. One way to find it is to take the derivative of the parabola's equation (for y = x2, for example, this is y = 2x), set that to zero, and solve (2x = 0; x = 0). This works because the only horizontal tangent line of a parabola is at its vertex. Please note that WikiAnswers is not here to do your homework for you. If this question is from work you have been assigned by a teacher or professor, I suggest you do the work yourself instead, which will help to increase your understanding of the subject matter and help you to become more familiar with it.
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Does a downwards parabola have a maximum? - Answers
A parabola that opens downwards has a maximum at its vertex. One way to find it is to take the derivative of the parabola's equation (for y = x2, for example, this is y = 2x), set that to zero, and solve (2x = 0; x = 0). This works because the only horizontal tangent line of a parabola is at its vertex. Please note that WikiAnswers is not here to do your homework for you. If this question is from work you have been assigned by a teacher or professor, I suggest you do the work yourself instead, which will help to increase your understanding of the subject matter and help you to become more familiar with it.
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