divide a positive integer k such that their product is maximum using lagrange's multiplier
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☆ A positive value 'K' is divided into 5 parts. So each part is equal to 'K/5'.
And their product will be equal to (K/5) raised to the power of 5 or
((K raised to 5)/3125).
Maximum and minimum values will depend on the value of 'K'.
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Answer:
positive value of k divide in 5 parts
each part = to k/5
product =to (k/5) raised to power 5
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