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Can there be More than 1 absolute maximum? - Answers
No, there can only be one absolute maximum for a function over a given domain. The absolute maximum is defined as the largest value that the function takes on that domain, meaning no other value can be greater. However, a function can have multiple local maxima, which are points that are higher than their immediate surroundings but not necessarily the highest overall.
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Can there be More than 1 absolute maximum? - Answers
No, there can only be one absolute maximum for a function over a given domain. The absolute maximum is defined as the largest value that the function takes on that domain, meaning no other value can be greater. However, a function can have multiple local maxima, which are points that are higher than their immediate surroundings but not necessarily the highest overall.
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Can there be More than 1 absolute maximum? - Answers
No, there can only be one absolute maximum for a function over a given domain. The absolute maximum is defined as the largest value that the function takes on that domain, meaning no other value can be greater. However, a function can have multiple local maxima, which are points that are higher than their immediate surroundings but not necessarily the highest overall.
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